1

Zara is finding the length of an arc of a circle with radius 10 cm and central angle 90°. What is the arc length? (Use π = 3.14)

2

What is the sector angle of a circle if the arc length is 10 cm and the radius is 5 cm?

3

Sadia is solving the identity 1 + cot²θ. Which trigonometric function is it equal to?

4

Convert 120° to radians.

5

Nadia is converting π/4 radians to degrees. What is the angle in degrees?

6

Saad is converting 3π/2 radians to degrees. What is the angle?

7

If tan θ = 1, what is the value of θ in degrees (0° ≤ θ ≤ 90°)?

8

Danish is finding the area of a sector with radius 21 cm and angle 120°. What is the area? (Use π = 22/7)

9

Nashit is converting 5π/6 radians to degrees. What is the angle?

10

In a right-angled triangle, if sin θ = 0.6, then cos θ is approximately:

11

A tower casts a shadow 20 m long when the sun's elevation is 30°. How tall is the tower?

12

Aqib is converting 7π/4 radians to degrees. What is the angle?

13

Nimra is converting 135° to radians. What is the value?

14

What is the angle of depression if a person looks down from a height to an object on the ground?

15

Amina is converting 240° to radians. What is the value?

16

What is the angle of depression from a point A (height 100 m) to point B on the ground if the horizontal distance is 100 m?

17

Rabia is standing 15 m from a building. The angle of elevation to the top is 45°. How tall is the building?

18

What is the arc length of a sector with radius 10 cm and angle π/2 radians?

19

What is the value of sec 60°?

20

Mariam is given a right triangle with opposite side 8 and hypotenuse 17. What is cos θ?

21

Saba is simplifying cot θ. Which ratio is correct?

22

Farah is finding the bearing of B from A if B is 10 km south and 10 km west of A. What is the bearing?

23

In a triangle, if tan θ = 4/3, what is sin θ?

24

Arslan is given a right triangle with adjacent side 7 and hypotenuse 25. What is sin θ?

25

What is the value of sin 45°?