Math, asked by SoniyaKapur, 7 months ago

Plz help me guys........​

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Answered by Anonymous
156

\huge\bigstar\underline\mathfrak\pink{Answer:-}

\large\sf\red{Given:-}

\sf{mass\:of\:the\:car} = \sf{1500\:kg}

\sf{initial\:velocity} = \sf{30kmh}

\longrightarrow\sf\frac{30 \times 1000m}{60 \times 60s}

\longrightarrow\sf\frac{30}{3} ms

\sf{final\:velocity} = \sf{60km\:h}

\longrightarrow\sf\frac{60 \times 1000m}{60 \times 60s}

\longrightarrow\sf\frac{50}{3} ms

\sf\green{Now,}

\sf{the\:initial\:kinetic\:energy\:of\:the\:car}

\sf{ek1} = \sf\frac{1}{2} \sf{mu}^{2}

\longrightarrow\sf\frac{1}{2} × 1500 × \frac{25}{3} × \frac{25}{3}

\longrightarrow\sf\frac{250×50}{3}

\longrightarrow\sf\frac{156250}{3}j

\sf\red{Similarly,}

\sf{Final\:kinetic\:energy\:of\:the\:car}

\sf{ek1} = \sf\frac{1}{2} \sf{mv}^{2}

\longrightarrow\sf\frac{1}{2} × 1500 × \frac{50}{3} × \frac{50}{3}

\longrightarrow\sf\frac{250×2500}{3}

\longrightarrow\sf\frac{625000}{3}j

\sf\orange{Thus,}

\sf{the\:work\:done=change\:in\:Kinetic\:energy}

\longrightarrow\sf{ekf-eki}

\longrightarrow\sf\frac{625000-156250}{3}

\longrightarrow\sf\frac{468750}{3}

\longrightarrow\sf{156250\:j}

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