Solving a Quadratic Equation by Factorization Method
When tension ...
Question
When tension of a string is increased by 2.5 N, the initial frequency is altered in the ratio of 3:2. The initial tension in the string is
A
6 N
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B
5 N
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C
4 N
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D
2 N
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Solution
The correct option is D 2 N Let initial tension = T. Then given that: 2ν=√Tμ2ν is the frequency Upon increasing the tension by 2.5N, the frequency becomes 3ν 3ν=√T+2.5μ Dividing the two equations. 32=√T+2.5T 94=T+2.5T 9T=4T+10 5T=10 T=2N Option d is correct.