If y=Asin&t then the value of dy/dt is (where A and &are constants)
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y = Asin&t
differentiate both sides with respect to t
dy/dt= A(dSin&t)/dt
dy/dt = Acos&t*d(&t)/dt ( using chain rule)
dy/dt= Acos&t*&(dt/dt)
dy/dt= Acos&t*&
dy/dt= A&cos&t.
Following formulas used:-
dsinx/dx= cosx
dx/dx= 1
differentiate both sides with respect to t
dy/dt= A(dSin&t)/dt
dy/dt = Acos&t*d(&t)/dt ( using chain rule)
dy/dt= Acos&t*&(dt/dt)
dy/dt= Acos&t*&
dy/dt= A&cos&t.
Following formulas used:-
dsinx/dx= cosx
dx/dx= 1
atul16oct:
can u explain please i am not getting it
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