If a pendulum 20 centimeters long swings to an angle of from its center on each side, then find the length of the arc from A to B. (JUSTIFY)

Answer:
20.93 cm
Step-by-step explanation:
The formula to apply is ;
Ф/360° × 2πr
where Ф=60° and r=length of pendulum, 20 cm and π=3.14
60°/360° × 2×π×20 =20π/3 = 20.93 cm
Answer:
length of arc AB is 20.93 cm
Step-by-step explanation:
length of the pendulum has been given as 20 cm
When it swings to an angle 30°from its center on each side, we have to find the length of the arc formed from A to B.
Since Length of arc = Length of the pendulum × θ
Where θ is in radians
Since 60° = [tex]\frac{60}{360}\times 2\pi[/tex]
= [tex]\frac{\pi }{3}[/tex] radians
Now length of arc AB = [tex]20\times \frac{\pi }{3}[/tex]
= 20×1.05
= 20.93 cm
Therefore, length of arc AB is 20.93 cm