id int64 1 14M | domain stringclasses 6
values | topic stringclasses 23
values | subtopic stringclasses 37
values | difficulty int64 1 8 | unit_type stringclasses 3
values | title stringlengths 14 86 | content stringlengths 203 553 | key_equations stringclasses 23
values | prerequisites stringclasses 29
values | learning_objective stringclasses 37
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7,201 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 22.05 kg, acceleration 11.21 m/s² | A net force acting on a mass of 22.05 kg produces an acceleration of 11.21 m/s². By Newton's second law, F_net = m a = 22.05 × 11.21 = 247.1 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,202 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 22.67 kg, acceleration 8.865 m/s² | A net force acting on a mass of 22.67 kg produces an acceleration of 8.865 m/s². By Newton's second law, F_net = m a = 22.67 × 8.865 = 200.9 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,203 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 11.34 kg, acceleration 10.79 m/s² | A net force acting on a mass of 11.34 kg produces an acceleration of 10.79 m/s². By Newton's second law, F_net = m a = 11.34 × 10.79 = 122.4 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,204 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 12.94 kg, acceleration 4.564 m/s² | A net force acting on a mass of 12.94 kg produces an acceleration of 4.564 m/s². By Newton's second law, F_net = m a = 12.94 × 4.564 = 59.07 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,205 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 27.33 kg, acceleration 3.009 m/s² | A net force acting on a mass of 27.33 kg produces an acceleration of 3.009 m/s². By Newton's second law, F_net = m a = 27.33 × 3.009 = 82.22 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,206 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 15.53 kg, acceleration 2.735 m/s² | A net force acting on a mass of 15.53 kg produces an acceleration of 2.735 m/s². By Newton's second law, F_net = m a = 15.53 × 2.735 = 42.48 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,207 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 40.11 kg, acceleration 5.801 m/s² | A net force acting on a mass of 40.11 kg produces an acceleration of 5.801 m/s². By Newton's second law, F_net = m a = 40.11 × 5.801 = 232.7 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,208 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 49.08 kg, acceleration 13.63 m/s² | A net force acting on a mass of 49.08 kg produces an acceleration of 13.63 m/s². By Newton's second law, F_net = m a = 49.08 × 13.63 = 668.7 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,209 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 48.47 kg, acceleration 4.539 m/s² | A net force acting on a mass of 48.47 kg produces an acceleration of 4.539 m/s². By Newton's second law, F_net = m a = 48.47 × 4.539 = 220 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,210 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 45.79 kg, acceleration 8.149 m/s² | A net force acting on a mass of 45.79 kg produces an acceleration of 8.149 m/s². By Newton's second law, F_net = m a = 45.79 × 8.149 = 373.2 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,211 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 16.88 kg, acceleration 0.8908 m/s² | A net force acting on a mass of 16.88 kg produces an acceleration of 0.8908 m/s². By Newton's second law, F_net = m a = 16.88 × 0.8908 = 15.03 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,212 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 40.91 kg, acceleration 13.91 m/s² | A net force acting on a mass of 40.91 kg produces an acceleration of 13.91 m/s². By Newton's second law, F_net = m a = 40.91 × 13.91 = 569.1 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,213 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 35.38 kg, acceleration 5.963 m/s² | A net force acting on a mass of 35.38 kg produces an acceleration of 5.963 m/s². By Newton's second law, F_net = m a = 35.38 × 5.963 = 211 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,214 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 22.72 kg, acceleration 5.1 m/s² | A net force acting on a mass of 22.72 kg produces an acceleration of 5.1 m/s². By Newton's second law, F_net = m a = 22.72 × 5.1 = 115.9 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,215 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 4.463 kg, acceleration 14.42 m/s² | A net force acting on a mass of 4.463 kg produces an acceleration of 14.42 m/s². By Newton's second law, F_net = m a = 4.463 × 14.42 = 64.35 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,216 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 8.393 kg, acceleration 8.512 m/s² | A net force acting on a mass of 8.393 kg produces an acceleration of 8.512 m/s². By Newton's second law, F_net = m a = 8.393 × 8.512 = 71.44 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,217 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 36.59 kg, acceleration 0.245 m/s² | A net force acting on a mass of 36.59 kg produces an acceleration of 0.245 m/s². By Newton's second law, F_net = m a = 36.59 × 0.245 = 8.967 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,218 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 2.184 kg, acceleration 14.06 m/s² | A net force acting on a mass of 2.184 kg produces an acceleration of 14.06 m/s². By Newton's second law, F_net = m a = 2.184 × 14.06 = 30.7 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,219 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 45.16 kg, acceleration 4.936 m/s² | A net force acting on a mass of 45.16 kg produces an acceleration of 4.936 m/s². By Newton's second law, F_net = m a = 45.16 × 4.936 = 222.9 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,220 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 2.604 kg, acceleration 9.471 m/s² | A net force acting on a mass of 2.604 kg produces an acceleration of 9.471 m/s². By Newton's second law, F_net = m a = 2.604 × 9.471 = 24.66 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,221 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 15.82 kg, acceleration 0.5106 m/s² | A net force acting on a mass of 15.82 kg produces an acceleration of 0.5106 m/s². By Newton's second law, F_net = m a = 15.82 × 0.5106 = 8.077 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,222 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 49.51 kg, acceleration 1.616 m/s² | A net force acting on a mass of 49.51 kg produces an acceleration of 1.616 m/s². By Newton's second law, F_net = m a = 49.51 × 1.616 = 79.99 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,223 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 12.06 kg, acceleration 14.27 m/s² | A net force acting on a mass of 12.06 kg produces an acceleration of 14.27 m/s². By Newton's second law, F_net = m a = 12.06 × 14.27 = 172.1 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,224 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 49.84 kg, acceleration 6.994 m/s² | A net force acting on a mass of 49.84 kg produces an acceleration of 6.994 m/s². By Newton's second law, F_net = m a = 49.84 × 6.994 = 348.6 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,225 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 25.62 kg, acceleration 5.88 m/s² | A net force acting on a mass of 25.62 kg produces an acceleration of 5.88 m/s². By Newton's second law, F_net = m a = 25.62 × 5.88 = 150.6 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,226 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 30.25 kg, acceleration 10.33 m/s² | A net force acting on a mass of 30.25 kg produces an acceleration of 10.33 m/s². By Newton's second law, F_net = m a = 30.25 × 10.33 = 312.5 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,227 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 7.545 kg, acceleration 12.1 m/s² | A net force acting on a mass of 7.545 kg produces an acceleration of 12.1 m/s². By Newton's second law, F_net = m a = 7.545 × 12.1 = 91.3 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,228 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 35.36 kg, acceleration 6.733 m/s² | A net force acting on a mass of 35.36 kg produces an acceleration of 6.733 m/s². By Newton's second law, F_net = m a = 35.36 × 6.733 = 238.1 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,229 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 19.76 kg, acceleration 10.33 m/s² | A net force acting on a mass of 19.76 kg produces an acceleration of 10.33 m/s². By Newton's second law, F_net = m a = 19.76 × 10.33 = 204.2 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,230 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 9.269 kg, acceleration 9.544 m/s² | A net force acting on a mass of 9.269 kg produces an acceleration of 9.544 m/s². By Newton's second law, F_net = m a = 9.269 × 9.544 = 88.46 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,231 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 20.6 kg, acceleration 9.353 m/s² | A net force acting on a mass of 20.6 kg produces an acceleration of 9.353 m/s². By Newton's second law, F_net = m a = 20.6 × 9.353 = 192.7 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,232 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 46.01 kg, acceleration 4.795 m/s² | A net force acting on a mass of 46.01 kg produces an acceleration of 4.795 m/s². By Newton's second law, F_net = m a = 46.01 × 4.795 = 220.6 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,233 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 46.04 kg, acceleration 4.094 m/s² | A net force acting on a mass of 46.04 kg produces an acceleration of 4.094 m/s². By Newton's second law, F_net = m a = 46.04 × 4.094 = 188.5 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,234 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 47.05 kg, acceleration 10.27 m/s² | A net force acting on a mass of 47.05 kg produces an acceleration of 10.27 m/s². By Newton's second law, F_net = m a = 47.05 × 10.27 = 483.3 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,235 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 49.91 kg, acceleration 13.41 m/s² | A net force acting on a mass of 49.91 kg produces an acceleration of 13.41 m/s². By Newton's second law, F_net = m a = 49.91 × 13.41 = 669.1 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,236 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 33.51 kg, acceleration 2.815 m/s² | A net force acting on a mass of 33.51 kg produces an acceleration of 2.815 m/s². By Newton's second law, F_net = m a = 33.51 × 2.815 = 94.34 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,237 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 45.11 kg, acceleration 11.8 m/s² | A net force acting on a mass of 45.11 kg produces an acceleration of 11.8 m/s². By Newton's second law, F_net = m a = 45.11 × 11.8 = 532 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,238 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 45.05 kg, acceleration 5.424 m/s² | A net force acting on a mass of 45.05 kg produces an acceleration of 5.424 m/s². By Newton's second law, F_net = m a = 45.05 × 5.424 = 244.4 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,239 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 48.12 kg, acceleration 0.2576 m/s² | A net force acting on a mass of 48.12 kg produces an acceleration of 0.2576 m/s². By Newton's second law, F_net = m a = 48.12 × 0.2576 = 12.39 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,240 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 43.07 kg, acceleration 11.42 m/s² | A net force acting on a mass of 43.07 kg produces an acceleration of 11.42 m/s². By Newton's second law, F_net = m a = 43.07 × 11.42 = 491.7 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,241 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 35.13 kg, acceleration 0.8565 m/s² | A net force acting on a mass of 35.13 kg produces an acceleration of 0.8565 m/s². By Newton's second law, F_net = m a = 35.13 × 0.8565 = 30.09 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,242 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 16.32 kg, acceleration 5.125 m/s² | A net force acting on a mass of 16.32 kg produces an acceleration of 5.125 m/s². By Newton's second law, F_net = m a = 16.32 × 5.125 = 83.62 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,243 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 43.21 kg, acceleration 13.96 m/s² | A net force acting on a mass of 43.21 kg produces an acceleration of 13.96 m/s². By Newton's second law, F_net = m a = 43.21 × 13.96 = 603.4 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,244 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 45.37 kg, acceleration 5.271 m/s² | A net force acting on a mass of 45.37 kg produces an acceleration of 5.271 m/s². By Newton's second law, F_net = m a = 45.37 × 5.271 = 239.1 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,245 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 40 kg, acceleration 10.33 m/s² | A net force acting on a mass of 40 kg produces an acceleration of 10.33 m/s². By Newton's second law, F_net = m a = 40 × 10.33 = 413.1 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,246 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 29.62 kg, acceleration 6.658 m/s² | A net force acting on a mass of 29.62 kg produces an acceleration of 6.658 m/s². By Newton's second law, F_net = m a = 29.62 × 6.658 = 197.2 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,247 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 44.58 kg, acceleration 5.163 m/s² | A net force acting on a mass of 44.58 kg produces an acceleration of 5.163 m/s². By Newton's second law, F_net = m a = 44.58 × 5.163 = 230.2 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,248 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 22.18 kg, acceleration 0.753 m/s² | A net force acting on a mass of 22.18 kg produces an acceleration of 0.753 m/s². By Newton's second law, F_net = m a = 22.18 × 0.753 = 16.7 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,249 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 41.82 kg, acceleration 1.588 m/s² | A net force acting on a mass of 41.82 kg produces an acceleration of 1.588 m/s². By Newton's second law, F_net = m a = 41.82 × 1.588 = 66.43 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,250 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 22.43 kg, acceleration 2.95 m/s² | A net force acting on a mass of 22.43 kg produces an acceleration of 2.95 m/s². By Newton's second law, F_net = m a = 22.43 × 2.95 = 66.15 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,251 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 6.892 kg, acceleration 8.965 m/s² | A net force acting on a mass of 6.892 kg produces an acceleration of 8.965 m/s². By Newton's second law, F_net = m a = 6.892 × 8.965 = 61.79 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,252 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 2.951 kg, acceleration 5.373 m/s² | A net force acting on a mass of 2.951 kg produces an acceleration of 5.373 m/s². By Newton's second law, F_net = m a = 2.951 × 5.373 = 15.86 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,253 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 37.29 kg, acceleration 10.14 m/s² | A net force acting on a mass of 37.29 kg produces an acceleration of 10.14 m/s². By Newton's second law, F_net = m a = 37.29 × 10.14 = 378.2 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,254 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 32.37 kg, acceleration 13.71 m/s² | A net force acting on a mass of 32.37 kg produces an acceleration of 13.71 m/s². By Newton's second law, F_net = m a = 32.37 × 13.71 = 443.9 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,255 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 33.49 kg, acceleration 12.46 m/s² | A net force acting on a mass of 33.49 kg produces an acceleration of 12.46 m/s². By Newton's second law, F_net = m a = 33.49 × 12.46 = 417.1 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,256 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 2.883 kg, acceleration 14.74 m/s² | A net force acting on a mass of 2.883 kg produces an acceleration of 14.74 m/s². By Newton's second law, F_net = m a = 2.883 × 14.74 = 42.5 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,257 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 14.75 kg, acceleration 10.2 m/s² | A net force acting on a mass of 14.75 kg produces an acceleration of 10.2 m/s². By Newton's second law, F_net = m a = 14.75 × 10.2 = 150.4 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,258 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 11.2 kg, acceleration 4.631 m/s² | A net force acting on a mass of 11.2 kg produces an acceleration of 4.631 m/s². By Newton's second law, F_net = m a = 11.2 × 4.631 = 51.88 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,259 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 36.21 kg, acceleration 3.129 m/s² | A net force acting on a mass of 36.21 kg produces an acceleration of 3.129 m/s². By Newton's second law, F_net = m a = 36.21 × 3.129 = 113.3 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,260 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 44.91 kg, acceleration 1.866 m/s² | A net force acting on a mass of 44.91 kg produces an acceleration of 1.866 m/s². By Newton's second law, F_net = m a = 44.91 × 1.866 = 83.81 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,261 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 14.23 kg, acceleration 1.978 m/s² | A net force acting on a mass of 14.23 kg produces an acceleration of 1.978 m/s². By Newton's second law, F_net = m a = 14.23 × 1.978 = 28.16 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,262 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 2.056 kg, acceleration 3.296 m/s² | A net force acting on a mass of 2.056 kg produces an acceleration of 3.296 m/s². By Newton's second law, F_net = m a = 2.056 × 3.296 = 6.777 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,263 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 2.758 kg, acceleration 9.212 m/s² | A net force acting on a mass of 2.758 kg produces an acceleration of 9.212 m/s². By Newton's second law, F_net = m a = 2.758 × 9.212 = 25.4 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,264 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 48.63 kg, acceleration 4.335 m/s² | A net force acting on a mass of 48.63 kg produces an acceleration of 4.335 m/s². By Newton's second law, F_net = m a = 48.63 × 4.335 = 210.8 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,265 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 4.064 kg, acceleration 4.568 m/s² | A net force acting on a mass of 4.064 kg produces an acceleration of 4.568 m/s². By Newton's second law, F_net = m a = 4.064 × 4.568 = 18.57 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,266 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 30.86 kg, acceleration 1.498 m/s² | A net force acting on a mass of 30.86 kg produces an acceleration of 1.498 m/s². By Newton's second law, F_net = m a = 30.86 × 1.498 = 46.22 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,267 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 11.46 kg, acceleration 9.844 m/s² | A net force acting on a mass of 11.46 kg produces an acceleration of 9.844 m/s². By Newton's second law, F_net = m a = 11.46 × 9.844 = 112.8 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,268 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 44.08 kg, acceleration 9.287 m/s² | A net force acting on a mass of 44.08 kg produces an acceleration of 9.287 m/s². By Newton's second law, F_net = m a = 44.08 × 9.287 = 409.4 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,269 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 9.126 kg, acceleration 8.227 m/s² | A net force acting on a mass of 9.126 kg produces an acceleration of 8.227 m/s². By Newton's second law, F_net = m a = 9.126 × 8.227 = 75.08 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,270 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 17.63 kg, acceleration 11.28 m/s² | A net force acting on a mass of 17.63 kg produces an acceleration of 11.28 m/s². By Newton's second law, F_net = m a = 17.63 × 11.28 = 198.8 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,271 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 45.51 kg, acceleration 10.32 m/s² | A net force acting on a mass of 45.51 kg produces an acceleration of 10.32 m/s². By Newton's second law, F_net = m a = 45.51 × 10.32 = 469.7 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,272 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 17.35 kg, acceleration 0.781 m/s² | A net force acting on a mass of 17.35 kg produces an acceleration of 0.781 m/s². By Newton's second law, F_net = m a = 17.35 × 0.781 = 13.55 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,273 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 19.7 kg, acceleration 0.5955 m/s² | A net force acting on a mass of 19.7 kg produces an acceleration of 0.5955 m/s². By Newton's second law, F_net = m a = 19.7 × 0.5955 = 11.73 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,274 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 20.67 kg, acceleration 7.355 m/s² | A net force acting on a mass of 20.67 kg produces an acceleration of 7.355 m/s². By Newton's second law, F_net = m a = 20.67 × 7.355 = 152.1 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,275 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 47.06 kg, acceleration 0.2944 m/s² | A net force acting on a mass of 47.06 kg produces an acceleration of 0.2944 m/s². By Newton's second law, F_net = m a = 47.06 × 0.2944 = 13.85 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,276 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 1.451 kg, acceleration 8.611 m/s² | A net force acting on a mass of 1.451 kg produces an acceleration of 8.611 m/s². By Newton's second law, F_net = m a = 1.451 × 8.611 = 12.5 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,277 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 47.17 kg, acceleration 13.64 m/s² | A net force acting on a mass of 47.17 kg produces an acceleration of 13.64 m/s². By Newton's second law, F_net = m a = 47.17 × 13.64 = 643.5 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,278 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 27.6 kg, acceleration 1.198 m/s² | A net force acting on a mass of 27.6 kg produces an acceleration of 1.198 m/s². By Newton's second law, F_net = m a = 27.6 × 1.198 = 33.06 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,279 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 19.65 kg, acceleration 6.645 m/s² | A net force acting on a mass of 19.65 kg produces an acceleration of 6.645 m/s². By Newton's second law, F_net = m a = 19.65 × 6.645 = 130.6 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,280 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 13.51 kg, acceleration 11.7 m/s² | A net force acting on a mass of 13.51 kg produces an acceleration of 11.7 m/s². By Newton's second law, F_net = m a = 13.51 × 11.7 = 158 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,281 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 44.82 kg, acceleration 14.94 m/s² | A net force acting on a mass of 44.82 kg produces an acceleration of 14.94 m/s². By Newton's second law, F_net = m a = 44.82 × 14.94 = 669.8 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,282 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 25.3 kg, acceleration 10.45 m/s² | A net force acting on a mass of 25.3 kg produces an acceleration of 10.45 m/s². By Newton's second law, F_net = m a = 25.3 × 10.45 = 264.3 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,283 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 6.703 kg, acceleration 13.36 m/s² | A net force acting on a mass of 6.703 kg produces an acceleration of 13.36 m/s². By Newton's second law, F_net = m a = 6.703 × 13.36 = 89.53 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,284 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 11.28 kg, acceleration 2.988 m/s² | A net force acting on a mass of 11.28 kg produces an acceleration of 2.988 m/s². By Newton's second law, F_net = m a = 11.28 × 2.988 = 33.71 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,285 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 42.49 kg, acceleration 4.671 m/s² | A net force acting on a mass of 42.49 kg produces an acceleration of 4.671 m/s². By Newton's second law, F_net = m a = 42.49 × 4.671 = 198.5 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,286 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 35.1 kg, acceleration 14.8 m/s² | A net force acting on a mass of 35.1 kg produces an acceleration of 14.8 m/s². By Newton's second law, F_net = m a = 35.1 × 14.8 = 519.4 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,287 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 43.16 kg, acceleration 0.4056 m/s² | A net force acting on a mass of 43.16 kg produces an acceleration of 0.4056 m/s². By Newton's second law, F_net = m a = 43.16 × 0.4056 = 17.51 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,288 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 19.94 kg, acceleration 6.931 m/s² | A net force acting on a mass of 19.94 kg produces an acceleration of 6.931 m/s². By Newton's second law, F_net = m a = 19.94 × 6.931 = 138.2 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,289 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 38.06 kg, acceleration 12.71 m/s² | A net force acting on a mass of 38.06 kg produces an acceleration of 12.71 m/s². By Newton's second law, F_net = m a = 38.06 × 12.71 = 483.8 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,290 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 17.04 kg, acceleration 0.2199 m/s² | A net force acting on a mass of 17.04 kg produces an acceleration of 0.2199 m/s². By Newton's second law, F_net = m a = 17.04 × 0.2199 = 3.748 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,291 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 8.454 kg, acceleration 5.284 m/s² | A net force acting on a mass of 8.454 kg produces an acceleration of 5.284 m/s². By Newton's second law, F_net = m a = 8.454 × 5.284 = 44.67 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,292 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 1.047 kg, acceleration 7.449 m/s² | A net force acting on a mass of 1.047 kg produces an acceleration of 7.449 m/s². By Newton's second law, F_net = m a = 1.047 × 7.449 = 7.801 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,293 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 49.28 kg, acceleration 4.765 m/s² | A net force acting on a mass of 49.28 kg produces an acceleration of 4.765 m/s². By Newton's second law, F_net = m a = 49.28 × 4.765 = 234.8 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,294 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 6.935 kg, acceleration 5.928 m/s² | A net force acting on a mass of 6.935 kg produces an acceleration of 5.928 m/s². By Newton's second law, F_net = m a = 6.935 × 5.928 = 41.12 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,295 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 14.65 kg, acceleration 6.945 m/s² | A net force acting on a mass of 14.65 kg produces an acceleration of 6.945 m/s². By Newton's second law, F_net = m a = 14.65 × 6.945 = 101.7 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,296 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 13.11 kg, acceleration 8.773 m/s² | A net force acting on a mass of 13.11 kg produces an acceleration of 8.773 m/s². By Newton's second law, F_net = m a = 13.11 × 8.773 = 115 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,297 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 31.57 kg, acceleration 9.956 m/s² | A net force acting on a mass of 31.57 kg produces an acceleration of 9.956 m/s². By Newton's second law, F_net = m a = 31.57 × 9.956 = 314.3 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,298 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 28.85 kg, acceleration 11.71 m/s² | A net force acting on a mass of 28.85 kg produces an acceleration of 11.71 m/s². By Newton's second law, F_net = m a = 28.85 × 11.71 = 337.8 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,299 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 11.33 kg, acceleration 3.398 m/s² | A net force acting on a mass of 11.33 kg produces an acceleration of 3.398 m/s². By Newton's second law, F_net = m a = 11.33 × 3.398 = 38.5 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
7,300 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 16.89 kg, acceleration 1.519 m/s² | A net force acting on a mass of 16.89 kg produces an acceleration of 1.519 m/s². By Newton's second law, F_net = m a = 16.89 × 1.519 = 25.65 N. Direction of F_net is the same as the direction of the acceleration. This relation defines the inertial mass and is the foundation of classical dynamics. | F_net = m a | kinematics_1d | Compute net force from mass and acceleration using Newton's second law. |
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