if the length of a stretched string is shortened by 20% and the tension is increased by 21% then the frequency is??
Answers
Answered by
8
Explanation:
Given If the length of a stretched string is shortened by 20% and the tension is increased by 21% then the frequency is?
We know that fundamental frequency n = 1/2l √T/m
So let initial frequency be n1 and final frequency be n2
Now n1 = 1/2l 1 √T1 / m
Also n2 = 1/2l 2 √T2 /m
Dividing both the equation we get
So n1 / n2 = l2 / l1 √T1/T2
Now n2/n1 = l 1 / l2 √T2 / T1
= l 1 / [l1 – 20/100] √T1 + 21 / 100 T1 / T1
= 100 l1 / l1 x 11 / 10
So frequency n2 : n1 = 11:8
Answered by
20
Answer:37.5
Explanation:check attachment
Attachments:
Similar questions