QUESTION FOR GENIUS
A pendulum swings through an angle of 30° and describes an arc 8.8 cm un length. Find the length of pendulum.
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Solution:
Step-by-step explanation:
Let length of the pendulum be 'l'cm.
Length of the arc = 8.8 cm
As we know that,
The formula of the length of an arc is:
[Length of an arc = ¢πl/180°]
=> ¢πl/180° = 8.8 cm
=> 30° × π × l / 180° = 8.8 cm
=> πl = 8.8 × 6
=> 22/7 × l = 52.8 cm
=> l = 52.6 × 7 / 22 cm = 16.8 cm
Therefore, l = 16.8 cm
Thus, the length of Pendulum is 16.8 cm.
Step-by-step explanation:
Let length of the pendulum be 'l'cm.
Length of the arc = 8.8 cm
As we know that,
The formula of the length of an arc is:
[Length of an arc = ¢πl/180°]
=> ¢πl/180° = 8.8 cm
=> 30° × π × l / 180° = 8.8 cm
=> πl = 8.8 × 6
=> 22/7 × l = 52.8 cm
=> l = 52.6 × 7 / 22 cm = 16.8 cm
Therefore, l = 16.8 cm
Thus, the length of Pendulum is 16.8 cm.
dimonddartfield:
Great Job
Answered by
1
HEY MATE HERE IS YOUR ANSWER:-
We know that:
Formula for the length of arc = theta/360 × 2pie × r
SO,
30/360 × 2 × 22/7 × r=8.8
On simplification:
11/21 × r = 8.8r
=16.8
So length of pendulum is 16.8cm.
HOPE IT HELP YOU
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