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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3,701 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 9.485 kg, acceleration 2.857 m/s² | A net force acting on a mass of 9.485 kg produces an acceleration of 2.857 m/s². By Newton's second law, F_net = m a = 9.485 × 2.857 = 27.1 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. |
3,702 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 43.19 kg, acceleration 2.914 m/s² | A net force acting on a mass of 43.19 kg produces an acceleration of 2.914 m/s². By Newton's second law, F_net = m a = 43.19 × 2.914 = 125.8 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. |
3,703 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 24.78 kg, acceleration 10.97 m/s² | A net force acting on a mass of 24.78 kg produces an acceleration of 10.97 m/s². By Newton's second law, F_net = m a = 24.78 × 10.97 = 271.8 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. |
3,704 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 32.55 kg, acceleration 0.4136 m/s² | A net force acting on a mass of 32.55 kg produces an acceleration of 0.4136 m/s². By Newton's second law, F_net = m a = 32.55 × 0.4136 = 13.46 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. |
3,705 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 8.564 kg, acceleration 2.748 m/s² | A net force acting on a mass of 8.564 kg produces an acceleration of 2.748 m/s². By Newton's second law, F_net = m a = 8.564 × 2.748 = 23.54 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. |
3,706 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 20.01 kg, acceleration 9.157 m/s² | A net force acting on a mass of 20.01 kg produces an acceleration of 9.157 m/s². By Newton's second law, F_net = m a = 20.01 × 9.157 = 183.2 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. |
3,707 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 3.938 kg, acceleration 1.174 m/s² | A net force acting on a mass of 3.938 kg produces an acceleration of 1.174 m/s². By Newton's second law, F_net = m a = 3.938 × 1.174 = 4.621 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. |
3,708 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 12.64 kg, acceleration 13.65 m/s² | A net force acting on a mass of 12.64 kg produces an acceleration of 13.65 m/s². By Newton's second law, F_net = m a = 12.64 × 13.65 = 172.5 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. |
3,709 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 48.53 kg, acceleration 1.593 m/s² | A net force acting on a mass of 48.53 kg produces an acceleration of 1.593 m/s². By Newton's second law, F_net = m a = 48.53 × 1.593 = 77.34 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. |
3,710 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 26.58 kg, acceleration 10.93 m/s² | A net force acting on a mass of 26.58 kg produces an acceleration of 10.93 m/s². By Newton's second law, F_net = m a = 26.58 × 10.93 = 290.4 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. |
3,711 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 40.5 kg, acceleration 9.089 m/s² | A net force acting on a mass of 40.5 kg produces an acceleration of 9.089 m/s². By Newton's second law, F_net = m a = 40.5 × 9.089 = 368.1 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. |
3,712 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 19.2 kg, acceleration 0.4087 m/s² | A net force acting on a mass of 19.2 kg produces an acceleration of 0.4087 m/s². By Newton's second law, F_net = m a = 19.2 × 0.4087 = 7.848 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. |
3,713 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 41.41 kg, acceleration 11.48 m/s² | A net force acting on a mass of 41.41 kg produces an acceleration of 11.48 m/s². By Newton's second law, F_net = m a = 41.41 × 11.48 = 475.2 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. |
3,714 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 32.4 kg, acceleration 0.7517 m/s² | A net force acting on a mass of 32.4 kg produces an acceleration of 0.7517 m/s². By Newton's second law, F_net = m a = 32.4 × 0.7517 = 24.36 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. |
3,715 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 12.79 kg, acceleration 1.346 m/s² | A net force acting on a mass of 12.79 kg produces an acceleration of 1.346 m/s². By Newton's second law, F_net = m a = 12.79 × 1.346 = 17.21 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. |
3,716 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 7.56 kg, acceleration 9.448 m/s² | A net force acting on a mass of 7.56 kg produces an acceleration of 9.448 m/s². By Newton's second law, F_net = m a = 7.56 × 9.448 = 71.43 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. |
3,717 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 1.168 kg, acceleration 14.5 m/s² | A net force acting on a mass of 1.168 kg produces an acceleration of 14.5 m/s². By Newton's second law, F_net = m a = 1.168 × 14.5 = 16.94 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. |
3,718 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 47.9 kg, acceleration 1.684 m/s² | A net force acting on a mass of 47.9 kg produces an acceleration of 1.684 m/s². By Newton's second law, F_net = m a = 47.9 × 1.684 = 80.69 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. |
3,719 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 36.94 kg, acceleration 5.142 m/s² | A net force acting on a mass of 36.94 kg produces an acceleration of 5.142 m/s². By Newton's second law, F_net = m a = 36.94 × 5.142 = 189.9 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. |
3,720 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 35.52 kg, acceleration 3.115 m/s² | A net force acting on a mass of 35.52 kg produces an acceleration of 3.115 m/s². By Newton's second law, F_net = m a = 35.52 × 3.115 = 110.6 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. |
3,721 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 24.28 kg, acceleration 8.486 m/s² | A net force acting on a mass of 24.28 kg produces an acceleration of 8.486 m/s². By Newton's second law, F_net = m a = 24.28 × 8.486 = 206.1 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. |
3,722 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 22.49 kg, acceleration 2.531 m/s² | A net force acting on a mass of 22.49 kg produces an acceleration of 2.531 m/s². By Newton's second law, F_net = m a = 22.49 × 2.531 = 56.93 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. |
3,723 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 16.92 kg, acceleration 2.402 m/s² | A net force acting on a mass of 16.92 kg produces an acceleration of 2.402 m/s². By Newton's second law, F_net = m a = 16.92 × 2.402 = 40.65 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. |
3,724 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 3.266 kg, acceleration 10.41 m/s² | A net force acting on a mass of 3.266 kg produces an acceleration of 10.41 m/s². By Newton's second law, F_net = m a = 3.266 × 10.41 = 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. |
3,725 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 31.56 kg, acceleration 1.934 m/s² | A net force acting on a mass of 31.56 kg produces an acceleration of 1.934 m/s². By Newton's second law, F_net = m a = 31.56 × 1.934 = 61.03 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. |
3,726 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 41.33 kg, acceleration 1.632 m/s² | A net force acting on a mass of 41.33 kg produces an acceleration of 1.632 m/s². By Newton's second law, F_net = m a = 41.33 × 1.632 = 67.45 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. |
3,727 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 15.19 kg, acceleration 7.722 m/s² | A net force acting on a mass of 15.19 kg produces an acceleration of 7.722 m/s². By Newton's second law, F_net = m a = 15.19 × 7.722 = 117.3 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. |
3,728 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 41.91 kg, acceleration 2.213 m/s² | A net force acting on a mass of 41.91 kg produces an acceleration of 2.213 m/s². By Newton's second law, F_net = m a = 41.91 × 2.213 = 92.75 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. |
3,729 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 45.65 kg, acceleration 0.4576 m/s² | A net force acting on a mass of 45.65 kg produces an acceleration of 0.4576 m/s². By Newton's second law, F_net = m a = 45.65 × 0.4576 = 20.89 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. |
3,730 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 21.64 kg, acceleration 2.296 m/s² | A net force acting on a mass of 21.64 kg produces an acceleration of 2.296 m/s². By Newton's second law, F_net = m a = 21.64 × 2.296 = 49.69 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. |
3,731 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 32.94 kg, acceleration 3.466 m/s² | A net force acting on a mass of 32.94 kg produces an acceleration of 3.466 m/s². By Newton's second law, F_net = m a = 32.94 × 3.466 = 114.2 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. |
3,732 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 44.01 kg, acceleration 5.833 m/s² | A net force acting on a mass of 44.01 kg produces an acceleration of 5.833 m/s². By Newton's second law, F_net = m a = 44.01 × 5.833 = 256.7 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. |
3,733 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 44.27 kg, acceleration 12.36 m/s² | A net force acting on a mass of 44.27 kg produces an acceleration of 12.36 m/s². By Newton's second law, F_net = m a = 44.27 × 12.36 = 547.1 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. |
3,734 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 6.064 kg, acceleration 2.626 m/s² | A net force acting on a mass of 6.064 kg produces an acceleration of 2.626 m/s². By Newton's second law, F_net = m a = 6.064 × 2.626 = 15.93 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. |
3,735 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 5.952 kg, acceleration 1.616 m/s² | A net force acting on a mass of 5.952 kg produces an acceleration of 1.616 m/s². By Newton's second law, F_net = m a = 5.952 × 1.616 = 9.617 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. |
3,736 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 47.81 kg, acceleration 5.424 m/s² | A net force acting on a mass of 47.81 kg produces an acceleration of 5.424 m/s². By Newton's second law, F_net = m a = 47.81 × 5.424 = 259.3 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. |
3,737 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 30.98 kg, acceleration 1.863 m/s² | A net force acting on a mass of 30.98 kg produces an acceleration of 1.863 m/s². By Newton's second law, F_net = m a = 30.98 × 1.863 = 57.72 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. |
3,738 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 46.2 kg, acceleration 13.81 m/s² | A net force acting on a mass of 46.2 kg produces an acceleration of 13.81 m/s². By Newton's second law, F_net = m a = 46.2 × 13.81 = 637.9 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. |
3,739 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 44.83 kg, acceleration 9.107 m/s² | A net force acting on a mass of 44.83 kg produces an acceleration of 9.107 m/s². By Newton's second law, F_net = m a = 44.83 × 9.107 = 408.3 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. |
3,740 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 9.314 kg, acceleration 8.004 m/s² | A net force acting on a mass of 9.314 kg produces an acceleration of 8.004 m/s². By Newton's second law, F_net = m a = 9.314 × 8.004 = 74.55 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. |
3,741 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 30.18 kg, acceleration 10.22 m/s² | A net force acting on a mass of 30.18 kg produces an acceleration of 10.22 m/s². By Newton's second law, F_net = m a = 30.18 × 10.22 = 308.6 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. |
3,742 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 7.936 kg, acceleration 10.04 m/s² | A net force acting on a mass of 7.936 kg produces an acceleration of 10.04 m/s². By Newton's second law, F_net = m a = 7.936 × 10.04 = 79.7 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. |
3,743 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 15.43 kg, acceleration 12.28 m/s² | A net force acting on a mass of 15.43 kg produces an acceleration of 12.28 m/s². By Newton's second law, F_net = m a = 15.43 × 12.28 = 189.5 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. |
3,744 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 17.75 kg, acceleration 1.648 m/s² | A net force acting on a mass of 17.75 kg produces an acceleration of 1.648 m/s². By Newton's second law, F_net = m a = 17.75 × 1.648 = 29.25 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. |
3,745 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 45.85 kg, acceleration 9.96 m/s² | A net force acting on a mass of 45.85 kg produces an acceleration of 9.96 m/s². By Newton's second law, F_net = m a = 45.85 × 9.96 = 456.7 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. |
3,746 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 46.68 kg, acceleration 12.18 m/s² | A net force acting on a mass of 46.68 kg produces an acceleration of 12.18 m/s². By Newton's second law, F_net = m a = 46.68 × 12.18 = 568.5 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. |
3,747 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 35.71 kg, acceleration 1.238 m/s² | A net force acting on a mass of 35.71 kg produces an acceleration of 1.238 m/s². By Newton's second law, F_net = m a = 35.71 × 1.238 = 44.21 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. |
3,748 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 0.6078 kg, acceleration 14 m/s² | A net force acting on a mass of 0.6078 kg produces an acceleration of 14 m/s². By Newton's second law, F_net = m a = 0.6078 × 14 = 8.512 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. |
3,749 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 7.858 kg, acceleration 9.872 m/s² | A net force acting on a mass of 7.858 kg produces an acceleration of 9.872 m/s². By Newton's second law, F_net = m a = 7.858 × 9.872 = 77.57 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. |
3,750 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 16.35 kg, acceleration 5.92 m/s² | A net force acting on a mass of 16.35 kg produces an acceleration of 5.92 m/s². By Newton's second law, F_net = m a = 16.35 × 5.92 = 96.81 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. |
3,751 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 36.21 kg, acceleration 11.8 m/s² | A net force acting on a mass of 36.21 kg produces an acceleration of 11.8 m/s². By Newton's second law, F_net = m a = 36.21 × 11.8 = 427.4 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. |
3,752 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 24.18 kg, acceleration 1.103 m/s² | A net force acting on a mass of 24.18 kg produces an acceleration of 1.103 m/s². By Newton's second law, F_net = m a = 24.18 × 1.103 = 26.67 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. |
3,753 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 29.1 kg, acceleration 14.4 m/s² | A net force acting on a mass of 29.1 kg produces an acceleration of 14.4 m/s². By Newton's second law, F_net = m a = 29.1 × 14.4 = 419 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. |
3,754 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 14.28 kg, acceleration 1.448 m/s² | A net force acting on a mass of 14.28 kg produces an acceleration of 1.448 m/s². By Newton's second law, F_net = m a = 14.28 × 1.448 = 20.68 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. |
3,755 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 49.74 kg, acceleration 2.81 m/s² | A net force acting on a mass of 49.74 kg produces an acceleration of 2.81 m/s². By Newton's second law, F_net = m a = 49.74 × 2.81 = 139.8 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. |
3,756 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 19.56 kg, acceleration 4.858 m/s² | A net force acting on a mass of 19.56 kg produces an acceleration of 4.858 m/s². By Newton's second law, F_net = m a = 19.56 × 4.858 = 95.01 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. |
3,757 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 21.48 kg, acceleration 10.43 m/s² | A net force acting on a mass of 21.48 kg produces an acceleration of 10.43 m/s². By Newton's second law, F_net = m a = 21.48 × 10.43 = 224.1 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. |
3,758 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 20.99 kg, acceleration 11.92 m/s² | A net force acting on a mass of 20.99 kg produces an acceleration of 11.92 m/s². By Newton's second law, F_net = m a = 20.99 × 11.92 = 250.3 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. |
3,759 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 17.01 kg, acceleration 12.05 m/s² | A net force acting on a mass of 17.01 kg produces an acceleration of 12.05 m/s². By Newton's second law, F_net = m a = 17.01 × 12.05 = 205 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. |
3,760 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 32.87 kg, acceleration 3.764 m/s² | A net force acting on a mass of 32.87 kg produces an acceleration of 3.764 m/s². By Newton's second law, F_net = m a = 32.87 × 3.764 = 123.7 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. |
3,761 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 21.22 kg, acceleration 7.507 m/s² | A net force acting on a mass of 21.22 kg produces an acceleration of 7.507 m/s². By Newton's second law, F_net = m a = 21.22 × 7.507 = 159.3 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. |
3,762 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 26.92 kg, acceleration 8.034 m/s² | A net force acting on a mass of 26.92 kg produces an acceleration of 8.034 m/s². By Newton's second law, F_net = m a = 26.92 × 8.034 = 216.3 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. |
3,763 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 41.16 kg, acceleration 5.831 m/s² | A net force acting on a mass of 41.16 kg produces an acceleration of 5.831 m/s². By Newton's second law, F_net = m a = 41.16 × 5.831 = 240 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. |
3,764 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 29.26 kg, acceleration 6.385 m/s² | A net force acting on a mass of 29.26 kg produces an acceleration of 6.385 m/s². By Newton's second law, F_net = m a = 29.26 × 6.385 = 186.8 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. |
3,765 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 29.1 kg, acceleration 10.43 m/s² | A net force acting on a mass of 29.1 kg produces an acceleration of 10.43 m/s². By Newton's second law, F_net = m a = 29.1 × 10.43 = 303.7 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. |
3,766 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 37.54 kg, acceleration 10.58 m/s² | A net force acting on a mass of 37.54 kg produces an acceleration of 10.58 m/s². By Newton's second law, F_net = m a = 37.54 × 10.58 = 397 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. |
3,767 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 12.14 kg, acceleration 0.1427 m/s² | A net force acting on a mass of 12.14 kg produces an acceleration of 0.1427 m/s². By Newton's second law, F_net = m a = 12.14 × 0.1427 = 1.733 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. |
3,768 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 49.7 kg, acceleration 0.3556 m/s² | A net force acting on a mass of 49.7 kg produces an acceleration of 0.3556 m/s². By Newton's second law, F_net = m a = 49.7 × 0.3556 = 17.67 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. |
3,769 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 28.14 kg, acceleration 14.37 m/s² | A net force acting on a mass of 28.14 kg produces an acceleration of 14.37 m/s². By Newton's second law, F_net = m a = 28.14 × 14.37 = 404.3 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. |
3,770 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 46.08 kg, acceleration 0.9877 m/s² | A net force acting on a mass of 46.08 kg produces an acceleration of 0.9877 m/s². By Newton's second law, F_net = m a = 46.08 × 0.9877 = 45.52 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. |
3,771 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 17.79 kg, acceleration 12.75 m/s² | A net force acting on a mass of 17.79 kg produces an acceleration of 12.75 m/s². By Newton's second law, F_net = m a = 17.79 × 12.75 = 226.8 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. |
3,772 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 43.41 kg, acceleration 12.3 m/s² | A net force acting on a mass of 43.41 kg produces an acceleration of 12.3 m/s². By Newton's second law, F_net = m a = 43.41 × 12.3 = 534 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. |
3,773 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 15.09 kg, acceleration 2.248 m/s² | A net force acting on a mass of 15.09 kg produces an acceleration of 2.248 m/s². By Newton's second law, F_net = m a = 15.09 × 2.248 = 33.91 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. |
3,774 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 42.74 kg, acceleration 14.58 m/s² | A net force acting on a mass of 42.74 kg produces an acceleration of 14.58 m/s². By Newton's second law, F_net = m a = 42.74 × 14.58 = 623.1 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. |
3,775 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 45.69 kg, acceleration 3.713 m/s² | A net force acting on a mass of 45.69 kg produces an acceleration of 3.713 m/s². By Newton's second law, F_net = m a = 45.69 × 3.713 = 169.7 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. |
3,776 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 41.48 kg, acceleration 0.9324 m/s² | A net force acting on a mass of 41.48 kg produces an acceleration of 0.9324 m/s². By Newton's second law, F_net = m a = 41.48 × 0.9324 = 38.67 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. |
3,777 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 7.321 kg, acceleration 14.43 m/s² | A net force acting on a mass of 7.321 kg produces an acceleration of 14.43 m/s². By Newton's second law, F_net = m a = 7.321 × 14.43 = 105.7 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. |
3,778 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 35.35 kg, acceleration 5.724 m/s² | A net force acting on a mass of 35.35 kg produces an acceleration of 5.724 m/s². By Newton's second law, F_net = m a = 35.35 × 5.724 = 202.3 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. |
3,779 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 1.804 kg, acceleration 14.48 m/s² | A net force acting on a mass of 1.804 kg produces an acceleration of 14.48 m/s². By Newton's second law, F_net = m a = 1.804 × 14.48 = 26.12 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. |
3,780 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 18.9 kg, acceleration 10.55 m/s² | A net force acting on a mass of 18.9 kg produces an acceleration of 10.55 m/s². By Newton's second law, F_net = m a = 18.9 × 10.55 = 199.4 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. |
3,781 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 33.31 kg, acceleration 1.199 m/s² | A net force acting on a mass of 33.31 kg produces an acceleration of 1.199 m/s². By Newton's second law, F_net = m a = 33.31 × 1.199 = 39.94 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. |
3,782 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 41.95 kg, acceleration 13.07 m/s² | A net force acting on a mass of 41.95 kg produces an acceleration of 13.07 m/s². By Newton's second law, F_net = m a = 41.95 × 13.07 = 548.3 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. |
3,783 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 1.994 kg, acceleration 5.542 m/s² | A net force acting on a mass of 1.994 kg produces an acceleration of 5.542 m/s². By Newton's second law, F_net = m a = 1.994 × 5.542 = 11.05 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. |
3,784 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 4.41 kg, acceleration 1.248 m/s² | A net force acting on a mass of 4.41 kg produces an acceleration of 1.248 m/s². By Newton's second law, F_net = m a = 4.41 × 1.248 = 5.505 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. |
3,785 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 28.67 kg, acceleration 12.22 m/s² | A net force acting on a mass of 28.67 kg produces an acceleration of 12.22 m/s². By Newton's second law, F_net = m a = 28.67 × 12.22 = 350.5 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. |
3,786 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 7.911 kg, acceleration 2.818 m/s² | A net force acting on a mass of 7.911 kg produces an acceleration of 2.818 m/s². By Newton's second law, F_net = m a = 7.911 × 2.818 = 22.29 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. |
3,787 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 37.31 kg, acceleration 11.25 m/s² | A net force acting on a mass of 37.31 kg produces an acceleration of 11.25 m/s². By Newton's second law, F_net = m a = 37.31 × 11.25 = 419.6 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. |
3,788 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 35.08 kg, acceleration 4.563 m/s² | A net force acting on a mass of 35.08 kg produces an acceleration of 4.563 m/s². By Newton's second law, F_net = m a = 35.08 × 4.563 = 160.1 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. |
3,789 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 20.87 kg, acceleration 5.126 m/s² | A net force acting on a mass of 20.87 kg produces an acceleration of 5.126 m/s². By Newton's second law, F_net = m a = 20.87 × 5.126 = 107 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. |
3,790 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 39.18 kg, acceleration 10.46 m/s² | A net force acting on a mass of 39.18 kg produces an acceleration of 10.46 m/s². By Newton's second law, F_net = m a = 39.18 × 10.46 = 409.8 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. |
3,791 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 14.7 kg, acceleration 2.423 m/s² | A net force acting on a mass of 14.7 kg produces an acceleration of 2.423 m/s². By Newton's second law, F_net = m a = 14.7 × 2.423 = 35.6 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. |
3,792 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 44.12 kg, acceleration 0.5786 m/s² | A net force acting on a mass of 44.12 kg produces an acceleration of 0.5786 m/s². By Newton's second law, F_net = m a = 44.12 × 0.5786 = 25.53 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. |
3,793 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 37.68 kg, acceleration 7.599 m/s² | A net force acting on a mass of 37.68 kg produces an acceleration of 7.599 m/s². By Newton's second law, F_net = m a = 37.68 × 7.599 = 286.3 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. |
3,794 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 1.038 kg, acceleration 12.51 m/s² | A net force acting on a mass of 1.038 kg produces an acceleration of 12.51 m/s². By Newton's second law, F_net = m a = 1.038 × 12.51 = 12.98 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. |
3,795 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 34.16 kg, acceleration 13.15 m/s² | A net force acting on a mass of 34.16 kg produces an acceleration of 13.15 m/s². By Newton's second law, F_net = m a = 34.16 × 13.15 = 449.2 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. |
3,796 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 27.93 kg, acceleration 12.46 m/s² | A net force acting on a mass of 27.93 kg produces an acceleration of 12.46 m/s². By Newton's second law, F_net = m a = 27.93 × 12.46 = 348 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. |
3,797 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 46 kg, acceleration 7.578 m/s² | A net force acting on a mass of 46 kg produces an acceleration of 7.578 m/s². By Newton's second law, F_net = m a = 46 × 7.578 = 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. |
3,798 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 35.61 kg, acceleration 6.413 m/s² | A net force acting on a mass of 35.61 kg produces an acceleration of 6.413 m/s². By Newton's second law, F_net = m a = 35.61 × 6.413 = 228.4 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. |
3,799 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 8.262 kg, acceleration 14.6 m/s² | A net force acting on a mass of 8.262 kg produces an acceleration of 14.6 m/s². By Newton's second law, F_net = m a = 8.262 × 14.6 = 120.6 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. |
3,800 | physics | mechanics | newton_second_law | 3 | worked_example | Newton's second law: mass 26.31 kg, acceleration 14.67 m/s² | A net force acting on a mass of 26.31 kg produces an acceleration of 14.67 m/s². By Newton's second law, F_net = m a = 26.31 × 14.67 = 386.1 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. |
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