If \( s=e^{t}(\sin t-\cos t) \) is the equation of motion of a moving particle, then acceleratio...

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Counter-Strike: Source
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Counter-Strike: Source (2004)
Duration: 4:11
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If \( s=e^{t}(\sin t-\cos t) \) is the equation of motion of a moving particle, then acceleration at timet is given by
(A) \( 2 e^{t}(\cos t+\sin t) \)
(B) \( 2 e^{t}(\cos t-\sin t) \)
(C) \( e^{t}(\cos t+\sin t) \)
(D) \( e^{t}(\cos t-\sin t) \)
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