WorksheetsG 9.5 Right Triangle Trig Day 1
Total questions: 32
Worksheet time: 1hrs 1mins
Find the length of side y.
22.32 cm
36.5 cm
76.34 cm
87.76 cm
Find the measure of the indicated angle (?) round to the nearest tenth.
9.4
55.2
20.15
19.4
Choose the correct set up to find the length of the side x.
sin(37)=x/14
cos(37)=x/14
tan(37)=x/14
sin(37)=14/x
What is the correct set up for the problem to solve for side w?
sin 40 = w/28
cos 40 = w/28
tan 40 = w/28
sin 40 = 28/w
What is the correct set up for the problem to find the measure of the indicated angle?
sin X = 41/28
tan X = 41/28
cos X = 28/41
sin X = 28/41
Find the length of side x.
10
11.3
12.0
15.0
Find the length of side x.
50.7
50.1
60.7
61.0
Find the measure of the indicated angle. Round to the nearest tenth.
35.8°
43.8°
46.2°
54.2°
Find the measure of the indicated angle. Round to the nearest tenth.
48.9°
60.7°
29.3°
41.1°
Find the ratio for cosA. (Reduce the fraction)
36/27
4/5
27/45
3/5
Find the ratio for tanA. (Reduce the fraction)
36/27
4/3
36/45
4/5
"θ" is used to represent an unknown ____________.
angle
side
hypotenuse
Which of the following is the correct acronym to help remember the three trigonometric ratios
SOH COH TOA
SAH COH TOA
SOH CAH TOH
SOH CAH TOA
What is sin(A) ?
3712
3512
3735
1235
What is cos(A) ?
3712
3512
3735
1235
What is cos(c) ?
3712
3512
3735
1235
TRUE OR FALSE: You can find the sine of any angle in any triangle
True- Can be any triangle!
False- Must be a right triangle
Cos(Z)=
1715
178
sin(x)
tan(z)
tan(A) = ?
2120
2021
tan(C)
BABC
sin(A) = ?
2120
2920
cos(A)
cos(C)
Determine the value of: tan(C)
7 / 25
24 / 25
25 / 7
24 / 7
Consider angle B in the diagram below.
What is the length of "opposite side" to angle B?
6
8
10
not possible to determine
Consider angle B in the diagram below.
What is the length of "adjacent side" to angle <B?
6
8
10
not possible to determine
Which trigonometric function would you use to find "h", the height of the tree?
sine
cosine
tangent
none of these
What is the most efficient way to find "x"?
Inverse sine
Inverse cosine
Inverse tangent
Pythagorean Theorem
What is the most efficient way to find "y"?
Inverse sine
Inverse cosine
Inverse tangent
Pythagorean Theorem
