Physics, asked by pragatiharne9, 1 day ago

31) For curvilinear translation LF_(n)&LF_(t) are the sum of forces along the normal axis an along the tangential axis the (Where v - velocity in m/s r - radius inm&w - angular velocity in rad /s ) A) Sigma F_(n)=ma_(t)∑ F_(t)=ma_(n) B) Sigma F_(n)=ma_(n)Σ F_(t)=(mv^(2))/(r) C) Sigma F_(n)=(mv^(2))/(r)& SigmaF_(t)=mrw^(2) D) LF_(n)=(mv^(2))/(r)Σ F_(t)=ma_(t)​

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Answered by debosmitabh10
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