A simple pendulum takes 32 seconds to complete 20 oscillation.What is

1.	A simple pendulum takes 32 seconds to complete 20 oscillation.What is the time period of the pendulum ?
Answer» GIVEN: Simple pendulum takes 32 seconds to complete 20 oscillation. To find : Time period of pendulum? Solution: Given that simple pendulum is taking 32seconds to complete 20 oscillation. We know that : $\large{\boxed{\sf{Time\: period\:=\:\dfrac{Time\:taken}{No.\:of\: oscillation}}}}$ Therefore, $\large{\sf{Time\: period\:=\: \dfrac{time\:taken}{No.\:of\: oscillation}}}$ $\implies\large{\sf{Time\: period\:=\: \dfrac{32}{20}}}$ $\implies\large{\sf{Time\: period\:=\:\dfrac{8}{5}}}$ $\implies\large{\sf{Time\: period\:=\:1.6}}$ $\large{\boxed{\implies{\sf{\green{Time\: period\:=\: 1.6 seconds}}}}}$ Know more : Time period is defined as 'The time taken to complete one oscillation of a pendulum'. Oscillation is taken from a LATIN words which means 'to swing'. So it is ANYTHING which moves back and forth. we can say it to and FRO motion also.

A simple pendulum takes 32 seconds to complete 20 oscillation.What is the time period of the pendulum ?

Answer»

To find :

Solution:

Given that simple pendulum is taking 32seconds to complete 20 oscillation.

We know that :

$\large{\boxed{\sf{Time\: period\:=\:\dfrac{Time\:taken}{No.\:of\: oscillation}}}}$

Therefore,

$\large{\sf{Time\: period\:=\: \dfrac{time\:taken}{No.\:of\: oscillation}}}$

$\implies\large{\sf{Time\: period\:=\: \dfrac{32}{20}}}$

$\implies\large{\sf{Time\: period\:=\:\dfrac{8}{5}}}$

$\implies\large{\sf{Time\: period\:=\:1.6}}$

$\large{\boxed{\implies{\sf{\green{Time\: period\:=\: 1.6 seconds}}}}}$

Time period is defined as 'The time taken to complete one oscillation of a pendulum'.
Oscillation is taken from a LATIN words which means 'to swing'. So it is ANYTHING which moves back and forth. we can say it to and FRO motion also.