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When the tension in a metal wire is `T_(1)`, its length is `I_(1)`. When the tension is `T_(2)`, its length is `I_(2)`. The natural length of wire isA. `sqrt(l_(1)l_(2)`B. `(l_(1)+l_(2))/(2)`C. `((l_(1)T_(2)-l_(2)T_(1)))/(T_(2)-T_(1))`D. `(l_(1)T_(2)-l_(1)T_(2))/(T_(1)-T_(2))` |
Answer» Correct Answer - C Let unstrethched length = I `T_(1)=K(l_(1)- l) rArr T_(2)= k(l_(1)-l)` `(T_(1))/(T_(2))= (l_(1)-l)/(l_(2)-l) rArrl= ((T_(2)l_(1)-T_(1)l_(2))/(T_(2)- T_(2)))` |
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