FBISE, NCP & NBF-aligned resources for Classes 9–12

/36

Physics Chapter 4 : Topic 1

Angles in Radians

1 / 36

One radian is defined as the angle subtended at the center of a circle by an arc whose length is:

2 / 36

The SI unit of plane angle is:

3 / 36

A complete revolution corresponds to:

4 / 36

The angle $\mathbf{180}^{\mathbf{o}}$ is equal to:

5 / 36

Which conversion factor is correct?

6 / 36

The angle $\mathbf{45}^{\mathbf{o}}$ equals:

7 / 36

The angle $\mathbf{90}^{\mathbf{o}}$ expressed in radians is:

8 / 36

The angle $\mathbf{60}^{\mathbf{o}}$ expressed in radians is:

9 / 36

Which angle corresponds to $\mathbf{\pi\ /\ 6}$ radians?

10 / 36

The angle $\mathbf{270}^{\mathbf{o}}$ is equivalent to:

11 / 36

Which angle has a radian measure of $\mathbf{2\pi}$?

12 / 36

An angle of $\mathbf{\pi\ /\ 4}$ radians is:

13 / 36

The angle $\mathbf{120}^{\mathbf{o}}$ in radians is:

14 / 36

The angle $\mathbf{150}^{\mathbf{o}}$ equals:

15 / 36

Which angle corresponds to $\mathbf{\pi\ /\ 2}$ radians?

16 / 36

The radian measure of $\mathbf{360}^{\mathbf{o}}$ is:

17 / 36

Which expression correctly converts radians into degrees?

18 / 36

The angle $\mathbf{300}^{\mathbf{o}}$ expressed in radians is:

19 / 36

Which angle corresponds to $\mathbf{2\pi\ /\ 3}$ radians?

20 / 36

The angle $\mathbf{240}^{\mathbf{o}}$ is equal to:

21 / 36

An angle subtending an arc length equal to twice the radius has measure:

22 / 36

The relation between arc length $\mathbf{(}\mathbf{s}\mathbf{)}$, radius $\mathbf{(r}\mathbf{)}$, and angle $\mathbf{(}\mathbf{\theta}\mathbf{)}$ in radians is:

23 / 36

If an arc length equals $\mathbf{\pi r}$, the subtended angle is:

24 / 36

An angle of $\mathbf{1}$ radian is approximately:

25 / 36

Which statement about radians is correct?

26 / 36

The angle $\mathbf{30}^{\mathbf{o}}$ in radians is:

27 / 36

The angle $\mathbf{135}^{\mathbf{o}}$ is equal to:

28 / 36

The angle $\mathbf{225}^{\mathbf{o}}$ in radians is:

29 / 36

Which angle corresponds to $\mathbf{3\pi\ /\ 2}$ radians?

30 / 36

A semicircle subtends an angle of:

31 / 36

A quarter circle subtends an angle of:

32 / 36

If $\mathbf{\theta}\mathbf{= 2}$ radians and radius $\mathbf{= 5\ m}$, the arc length is:

33 / 36

If an arc length is $\mathbf{12\ m}$ and radius is $\mathbf{4\ m}$, the angle in radians is:

34 / 36

Which of the following is greater?

35 / 36

Which angle is closest to $\mathbf{1}$ radian?

36 / 36

Why are radians preferred in physics?

Your score is

0%

9th class objective books