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A mass of 1 kg is acted upon by a single force `F=(4hati+4hatj)N`. Under this force it is displaced from (0,0) to (1m,1m). If initially the speed of the particle was 2 `ms^(-1)`, its final speed should beA. `6 ms^(-1)`B. `4.5 ms^(-1)`C. `8 ms^(-1)`D. `4 ms^(-1)` |
Answer» Correct Answer - B (b) Given, force, `F=(4hati+4hatj) N` `r_(1)=0hati+0hatj` `r_(2)=hati+hatj` `r_(2)-r_(1)=hati+hatj` Initial speed, `v_(1)=2 ms^(-1)` From work energy theorem we have `DeltaW=DeltaK` ` implies " " F.Delta r=(1)/(2)m(v_(2)^(2)-v_(1)^(2))` `implies " "(4hati+4hatj).(hati+hatj)=(1)/(2)xx1(v_(2)^(2)-4)` `implies " "4+4=(1)/(2)(v_(2)^(2)-4)` `implies " " v_(2)^(2)=20 implies =5xx10=50 N` |
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