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<image>In triangle A B C, A B = x, B C = 16. Find x. Round to the nearest tenth.
Choices:
A:5.8
B:6.5
C:14.2
D:44.3
|
A
|
mathverse_vi_1503
|
|
<image>Find K J if G J = 8, G H = 12, and H I = 4.
Choices:
A:2
B:4
C:6
D:8
|
A
|
mathverse_vi_1508
|
|
<image>Find x.
Choices:
A:8
B:10
C:13
D:21
|
B
|
mathverse_vi_1513
|
|
<image>Find x.
Choices:
A:11
B:11.5
C:12
D:12.5
|
C
|
mathverse_vi_1518
|
|
<image>\overrightarrow B D bisects \angle A B F. If m \angle F B C = 2 x + 25 and m \angle A B F = 10 x - 1, find m \angle D B F.
Choices:
A:25.5
B:50
C:54
D:64.5
|
D
|
mathverse_vi_1523
|
|
<image>Express the ratio of \cos X as a decimal to the nearest hundredth.
Choices:
A:0.28
B:0.29
C:0.96
D:3.43
|
A
|
mathverse_vi_1528
|
|
<image>Find m \angle R C M.
Choices:
A:27
B:43
C:47
D:67
|
B
|
mathverse_vi_1533
|
|
<image>Find A B.
Choices:
A:2.2
B:3.6
C:4.4
D:6.3
|
A
|
mathverse_vi_1538
|
|
<image>Find x.
Choices:
A:3
B:6
C:9
D:12
|
C
|
mathverse_vi_1543
|
|
<image>Find x if A E = 3, A B = 2, B C = 6, and E D = 2 x - 3.
Choices:
A:5
B:6
C:8
D:9
|
B
|
mathverse_vi_1548
|
|
<image>In \odot Z, \angle W Z X \cong \angle X Z Y, m \angle V Z U = 4 x, m \angle U Z Y = 2 x + 24, and V Y and W U are diameters. Find m \widehat W U X.
Choices:
A:52
B:104
C:154
D:308
|
D
|
mathverse_vi_1553
|
|
<image>Find the measure of \angle 2.
Choices:
A:64
B:68
C:72
D:76
|
B
|
mathverse_vi_1558
|
|
<image>Find the area of the figure. Round to the nearest tenth.
Choices:
A:19.5
B:30.2
C:60.4
D:120.8
|
B
|
mathverse_vi_1563
|
|
<image>J M = 6, K L = 6. Find m \angle K.
Choices:
A:6
B:60
C:100
D:180
|
C
|
mathverse_vi_1568
|
|
<image>Find the perimeter of the triangle. Round to the nearest hundredth.
Choices:
A:5.84
B:6.65
C:8.21
D:8.73
|
D
|
mathverse_vi_1573
|
|
<image>Find x.
Choices:
A:5
B:7.5
C:9.5
D:10
|
C
|
mathverse_vi_1578
|
|
<image>Find the measure of \angle A F B.
Choices:
A:72
B:108
C:120
D:144
|
B
|
mathverse_vi_1583
|
|
<image>Find y.
Choices:
A:3
B:4.5
C:5
D:6
|
C
|
mathverse_vi_1588
|
|
<image>Find the area of the green figure.
Choices:
A:9
B:18
C:72
D:144
|
A
|
mathverse_vi_1593
|
|
<image>The figure shows a quadrilateral ABCD, with S on AC and T on BD. If A B = x + 4, C D = 3 x + 2, and S T = 9, find A B.
Choices:
A:3
B:5
C:7
D:9
|
C
|
mathverse_vi_1598
|
|
<image>The length of BD is 6m, and the length of AD is 10m. What is the area of ABCD?
Choices:
A:24
B:30
C:48
D:60
|
C
|
mathverse_vi_1603
|
|
<image>Find Q M.
Choices:
A:4
B:8
C:12
D:16
|
C
|
mathverse_vi_1608
|
|
<image>The length from D to the diagonal intersection point is 5, and the length from C to the diagonal intersection point is 12. Find B C.
Choices:
A:5
B:9
C:12
D:13
|
D
|
mathverse_vi_1613
|
|
<image>Find the area of the regular polygon figure. Round to the nearest tenth.
Choices:
A:12.7
B:25.5
C:101.8
D:203.6
|
C
|
mathverse_vi_1618
|
|
<image>Find the area of the quadrilateral. Round to the nearest tenth if necessary.
Choices:
A:65
B:91.9
C:112.6
D:130
|
B
|
mathverse_vi_1623
|
|
<image>Find the area of the figure. Round to the nearest tenth if necessary.
Choices:
A:35.7
B:49
C:71.4
D:104.0
|
A
|
mathverse_vi_1628
|
|
<image>During a rescue search, a helicopter flew from point X to point Y, then changed course and flew to point Z. Now, calculate d to one decimal place.
|
11.8
|
mathverse_vi_1633
|
|
<image>Three television presenters are practising their navigation skills before heading off on an expedition to a remote location. Amelia is at point B, Ned is at point A, Bart is at point C. Find d to one decimal place.
|
22.3
|
mathverse_vi_1638
|
|
<image>In remote locations, photographers must keep track of their position from their base. One morning a photographer sets out from base, represented by point B, to the edge of an ice shelf at point S. She then walked to point P.
If the photographer were to walk back to her base from point P, what is the total distance she would have travelled? Round your answer to one decimal place.
|
2191.7 metres
|
mathverse_vi_1643
|
|
<image>A rally car starts at point P and races to point Q. Here the car turns and races to point R. At point R the car must turn to head directly back to point P.
What is the compass bearing of R from P? Give your answer to one decimal place.
|
S 23.5 ^\circ W
|
mathverse_vi_1648
|
|
<image>Consider the points on the diagram P, A and N.
Using the diagram, find the true bearing of P from A.
|
315^\circT
|
mathverse_vi_1653
|
|
<image>Consider the points on the diagram P, M and S.
Using the diagram, find the true bearing of P from M.
|
230 ^\circ T
|
mathverse_vi_1658
|
|
<image>Consider the points on the diagram P, M and S.
Using the diagram, find the true bearing of P from M.
|
217 ^\circ T
|
mathverse_vi_1663
|
|
<image>Find the true bearing of A from O.
|
118掳T
|
mathverse_vi_1668
|
|
<image>Consider the point A.
What is the true bearing of A from O?
|
212°T
|
mathverse_vi_1673
|
|
<image>Consider the point A.
Find the true bearing of point A from O.
|
329° T
|
mathverse_vi_1678
|
|
<image>Find the true bearing of point A from point B.
|
270 ^\circ T
|
mathverse_vi_1683
|
|
<image>In the figure below. We want to find the position of point A relative to point C.
Find the true bearing of point A from point C.
|
319 ^\circ T
|
mathverse_vi_1688
|
|
<image>Find the true bearing of point B from point A.
|
090^\circ T
|
mathverse_vi_1693
|
|
<image>Find the true bearing of point B from point C.
|
053 ^\circ T
|
mathverse_vi_1698
|
|
<image>Find the true bearing of point C from point A.
|
132 ^\circT
|
mathverse_vi_1703
|
|
<image>Find the true bearing of point C from point B
|
221 ^\circ T
|
mathverse_vi_1708
|
|
<image>Given the diagram shown, find a to the nearest degree.
|
62^\circ
|
mathverse_vi_1713
|
|
<image>Find the size of the angle marked b to one decimal place.
|
53.6^\circ
|
mathverse_vi_1718
|
|
<image>Find $w$ to one decimal place.
|
90.1
|
mathverse_vi_1723
|
|
<image>Considering the diagram below, find x.
Round your answer to two decimal places.
|
37.23
|
mathverse_vi_1728
|
|
<image>Find the value of H.
Round your answer to the nearest whole number.
|
19
|
mathverse_vi_1733
|
|
<image>What is the distance d?
Round your answer to the nearest whole number.
|
285
|
mathverse_vi_1738
|
|
<image>Considering the diagram below, find x.
Round your answer to two decimal places.
|
53.13
|
mathverse_vi_1743
|
|
<image>Now find the distance covered by the jet in one minute with a length of AB.
Round your answer to the nearest meter.
|
1688
|
mathverse_vi_1748
|
|
<image>A man stands at point A looking at the top of two poles. Pole 2 has angle of elevation 57^\circ . The man wishes to find the distance between the two poles.
Hence find BC, the distance between the two poles in metres.
Round your answer to one decimal place.
|
4.4 m
|
mathverse_vi_1753
|
|
<image>Now find the distance x-y between the two sightings.
Round your answer to the nearest metre.
|
675 m
|
mathverse_vi_1758
|
|
<image>An airplane is currently flying at point A from point O, as shown in the image.
The control tower orders the plane to change course by turning 7^\circ to the left. How many degrees south of east is the new course that the plane is ordered to fly?
|
28
|
mathverse_vi_1763
|
|
<image>Consider the following diagram. Hence, find the length of AD correct to two decimal places.
|
45.32
|
mathverse_vi_1768
|
|
<image>Consider the following diagram. Hence, find AD correct to two decimal places.
|
93.31
|
mathverse_vi_1773
|
|
<image>Consider the following diagram.Hence, find the length of AB correct to two decimal places.
|
18.05
|
mathverse_vi_1778
|
|
<image>Consider the following diagram:Find the size of \angle ACD.
|
35掳
|
mathverse_vi_1783
|
|
<image>Consider the following diagram. Hence, use the rounded values of y and w to find x, correct to 1 decimal place.
|
24.6
|
mathverse_vi_1788
|
|
<image>Consider the following diagram. Hence, find x, correct to one decimal place.
|
51.1
|
mathverse_vi_1793
|
|
<image>In the following diagram.
Find the length of BD, correct to one decimal place.
|
6.3
|
mathverse_vi_1798
|
|
<image>Find the value of h to the nearest metre.
|
9
|
mathverse_vi_1803
|
|
<image>Find d to the nearest metre.
|
229
|
mathverse_vi_1808
|
|
<image>Two flag posts are erected vertically. Find l, the length of the string (in metres) needed to join the tops of the two posts, correct to one decimal place.
|
21.6
|
mathverse_vi_1813
|
|
<image>If the length of the cable is h metres, find h to two decimal places.
|
74.85
|
mathverse_vi_1818
|
|
<image>Find \theta to one decimal place.
|
23.9
|
mathverse_vi_1823
|
|
<image>Find the height of the lighthouse to the nearest tenth of a metre.
|
4.6 m
|
mathverse_vi_1828
|
|
<image>Find h to one decimal place.
|
4.4
|
mathverse_vi_1833
|
|
<image>A farmer wants to build a fence around the entire perimeter of his land, as shown in the diagram. The fencing costs £37 per metre.
At £37 per metre of fencing, how much will it cost him to build the fence along the entire perimeter of the land?
|
777
|
mathverse_vi_1838
|
|
<image>Find the length of side h.
|
1
|
mathverse_vi_1843
|
|
<image>Consider the adjacent figure:
Solve for the unknown \theta . Leave your answer in degrees.
|
45^\circ
|
mathverse_vi_1848
|
|
<image>Consider the adjacent figure:
Solve for the unknown w.
|
22
|
mathverse_vi_1853
|
|
<image>Consider the adjacent figure:
Solve for the unknown \theta . Leave your answer in degrees.
|
60^\circ
|
mathverse_vi_1858
|
|
<image>Consider the adjacent figure:
Solve for the unknown P.
|
17
|
mathverse_vi_1863
|
|
<image>Consider the adjacent figure:
Solve for the exact value of x.
|
\frac{\sqrt{30}}{2}
|
mathverse_vi_1868
|
|
<image>Consider the adjacent figure:
Solve for the exact value of x.
|
4\sqrt{6}
|
mathverse_vi_1873
|
|
<image>Consider the adjacent figure:Solve for the exact value of y.
|
4\sqrt{3}
|
mathverse_vi_1878
|
|
<image>Solve for the unknown a.
|
\frac{9\sqrt{3}}{2}
|
mathverse_vi_1883
|
|
<image>Consider the adjacent figure:Find the exact value of y.
|
4\sqrt{5}
|
mathverse_vi_1888
|
|
<image>Find t.
|
4+4\sqrt{3}
|
mathverse_vi_1893
|
|
<image>Find the length of side h.
|
1
|
mathverse_vi_1898
|
|
<image>Solve for the unknown w.
|
22
|
mathverse_vi_1903
|
|
<image>Solve for the unknown \theta . Leave your answer in degrees.
|
60^\circ
|
mathverse_vi_1908
|
|
<image>Find the length of side x, leaving your answer as an exact value.
|
2
|
mathverse_vi_1913
|
|
<image>Consider the adjacent figure:
Solve for the unknown P.
|
17
|
mathverse_vi_1918
|
|
<image>Consider the adjacent figure:
Solve for the exact value of x.
|
\frac{\sqrt{30}}{2}
|
mathverse_vi_1923
|
|
<image>Consider the adjacent figure:
Solve for the exact value of x.
|
4\sqrt{6}
|
mathverse_vi_1928
|
|
<image>Find the circumference of the circle shown, correct to two decimal places.
|
Circumference $=50.27 \mathrm{~cm}$
|
mathverse_vi_1933
|
|
<image>Find the circumference of the circle shown, correct to one decimal place.
|
Circumference $=113.1 \mathrm{~cm}$
|
mathverse_vi_1938
|
|
<image>Find the circumference of the circle shown, correct to two decimal places.
|
$C=40.84 \mathrm{~cm}$
|
mathverse_vi_1943
|
|
<image>What is the radius $r$ of the circle?
Round your answer to two decimal places.
|
$$r=7.00$$
|
mathverse_vi_1948
|
|
<image>What is the diameter $D$ of the circle?
Round your answer to two decimal places.
|
$D=13.37$
|
mathverse_vi_1953
|
|
<image>Calculate the total perimeter of the following figure, correct to one decimal place.
|
Perimeter $=35.7 \mathrm{~mm}$
|
mathverse_vi_1958
|
|
<image>Find the area of the circle shown, correct to one decimal place.
|
Area $=113.1 \mathrm{~cm}^{2}$
|
mathverse_vi_1963
|
|
<image>Calculate the area of the following figure, correct to one decimal place.
|
Area $=9.4 \mathrm{~cm}^{2}$
|
mathverse_vi_1968
|
|
<image>Find the exact area of the figure shown.
Give your answer as an exact value in terms of $\pi $.
|
Area $=9 \pi \mathrm{cm}^{2}$
|
mathverse_vi_1973
|
|
<image>Find the area of the figure shown.
Give your answer as an exact value.
|
Area $=121 \pi \mathrm{cm}^{2}$
|
mathverse_vi_1978
|
|
<image>Find the area of the figure shown.
Give your answer as an exact value.
|
Area $=2500 \pi \mathrm{cm}^{2}$
|
mathverse_vi_1983
|
|
<image>Find the area of the figure shown.
Give your answer as an exact value.
|
Area $=\frac{\pi}{25} \mathrm{~cm}^{2}$
|
mathverse_vi_1988
|
|
<image>Find the exact area of the given figure:
|
Area $=\frac{25 \pi}{4} \mathrm{~mm}^{2}$
|
mathverse_vi_1993
|
|
<image>Find the area of the shape shown.
Give your answer as an exact value.
|
Area $=\frac{121 \pi}{4} \mathrm{~m}^{2}$
|
mathverse_vi_1998
|
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