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addmath F5 (circular measure) izuan

Total questions: 10

Worksheet time: 6mins

Name
Class
Date
1.

How to convert degree to radian?

a)

θ°×π180°\theta\degree\times\frac{\pi}{180\degree}

b)

θ°×1180°\theta\degree\times\frac{1}{180\degree}

c)

θ°×180°π\theta\degree\times\frac{180\degree}{\pi}

d)

θ°×π\theta\degree\times\pi

2.

žAngles, θ can be measured in the units of _____ and _____.

a)

degree  θ°\theta^{\degree}  

b)

radian θ  rad\theta\ \ rad  

c)

meter

d)

centimeter

3.

Find the arc lenght (s)  if given that r = 8 cm and  θ=0.45 rad\theta=0.45\ rad  

a)

3.6 cm

b)

13.6 cm

c)

28.8 cm

d)

36 cm

4.

Find the value of  θ\theta  in radian if given that  s = 12.5 cm add r = 6 cm

a)

0.083 rad

b)

2.083 rad

c)

12.83 rad

d)

2.038 rad

5.

Convert  145.6°145.6\degree  to radian is

a)

25.4 rad

b)

12.54 rad

c)

2.54 rad

d)

0.254 rad

6.

 3600 360^0\   is equal to

a)

 π\pi  rad

b)

2 π\pi  rad

c)

3 π\pi  rad

7.

How to convert radian to degree?

a)

 θ rad×π180°\theta\ rad\times\frac{\pi}{180\degree} 

b)

 θ rad×1180°\theta\ rad\times\frac{1}{180\degree} 

c)

 θ rad×180°π\theta\ rad\times\frac{180\degree}{\pi} 

d)

 θ rad×π\theta\ rad\times\pi 

8.

what is the correct formula to find area of sector

a)

s=r(teta)

b)

1/2r2(teta)

c)

s+AB

9.

Convert  42°42\degree  to radian 

(use formula  θ°×π180°\theta\degree\times\frac{\pi}{180\degree}  )

a)

0.2333 rad

b)

131.95 rad

c)

0.733 rad

d)

13.37 rad

10.

Find the area of the shaded sector of circle O. The radius is 6 inches and the central angle is 100°. Express answer as an exact value

a)

5π/3

b)

10π/3

c)

10π

d)

40π