review exercise 40 (objective)
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math form 3TRANSCRIPT
REVIEW EXERCISE 40Objective Questions
1.
In the diagram, S is the midpoint of PQ. If tan x = and PR = 10 cm, then tan y =
A
B
C
D
2.
In the diagram, EFG and GHI are straight lines.If tan x = 2, then tan y =
A
B
C
D 1
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3.
In the diagram, sin x = . The value of y is
A6.4B 8.6C 9D 12
4.
In the diagram, find the value of sin θ.
A
B
C
D
5.
In the diagram, sin t = . Find the value of x.
A4B 6C 7D 8
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6.
In the diagram, the value of cos x is
A
B
C
D
7.
In the diagram, LMN and PNQ are straight lines. If cos x = , then tan y is
A
B
C
D
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8.
In the diagram, tan x = ,
The value of cos y is
A
B
C
D 1312
9.
Given that tan 42° = 0.9, sin 42° = 0.67 and cos 42° = 0.74. Calculate the height, in m, of the tree shown in the diagram.
A23.45B 25.9C 31.5D 32.9
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10.
The diagram shows a kite flying in the sky. Given that tan 75° = 3.7, sin 75° = 0.97 and cos 75° = 0.26. Find the value of t.
A52B 194C 206D 740
11.
The diagram shows a flagpole that is supported by a wire QR. The angle PRQ, in degree, is
A30B 45C 50D 60
12.
In the diagram, KLM is a straight line. Given that tan x° = 1 and sin y° = .
Calculate the length, in cm, of LM.A12
B 18C 24D 26
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13.
In the diagram, GMH and MFN are straight lines. If sin x° = , then the value of
tan y° is
A
B
C
D
14.
The diagram shows a square PQRS. M is the midpoint of RS. Find the value of cos x°.
A
B
C
D
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15.
In the diagram, JMK is a straight line. Given that sin x° = . Find the value of
tan y°.
A
B
C
D
16.
In the diagram, M is the midpoint of QR. Given that cos y° = , calculate the value
of tan x°.
A
B
C
D
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17.
In the diagram, HJK and JML are straight lines. Find the value of cos y°.
A
B
C
D
18.
Based on the diagram, which of the angle marked A, B, C, or D has a tangent value
of ?
19.
In the diagram, FJMP is a rectangle. JKS and PKM are straight lines. If tan x° = ,
then the value of sin y° is
A
B
C
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D
20.
In the diagram, PMR is a straight line. M is the midpoint of PR. Which of the angle
marked A, B, C, or D has a cosine value of ?
21.
In the diagram, HJM and JPT are straight lines. Given that cos x° = , calculate the
value of tan y o.
A
B
C
D
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22.
Based on the diagram, cos x° = . Calculate the length, in cm, of FG.
A14B 17C 19D 21
23.
In the diagram, PRMS is a straight line. M is the midpoint of RS. Given that
sin x° = , find the length of PR, in cm.
A5B 6C 7D 9
24.
Based on the diagram, calculate the length of FL, in cm,A6.69
B 7.43C 13.46D 14.94
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25.
In the diagram, PQR is a straight line and PQ = QS. The length of QR, in cm, is
A6B 9C 10D 12
26.
In the diagram, HTL and LMQ are straight lines. M is the midpoint of LQ. Given that LQ = 8 cm, calculate the value of sin x°.
A
B
C
D
27.
In the diagram, PST and QTR are straight lines. S is the midpoint of PT. Given that
tan yº = , calculate the length of PQ, in cm.
A24B 25C 29D 30
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28.
The diagram shows a square HJQS. The value of sin x° is
A
B
C
D
29.
In the diagram, PQR is a straight line. If sin xº = , then the value of tan yº is
A
B
C
D 2
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30.
In the diagram, JPK is a straight line. Given that JP = 7 cm, calculate the value of tan xº.
A
B
C
D
31.
In the diagram, PQR is a straight line. Given that sin xº = . The length, in cm, of PR
isA30
B 48C 72D 78
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