If y=Cos(5sin(3/t) then find dy/dx
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Answer:
sin(5sin(3/t))*5(Cos(3/t))*3(-1/t^2)
Step-by-step explanation:
Firstly, let be make myself clear, we can't find dy/dx here because x is not in the expression. We will find dy/dt here
dy/dx = sin(5sin(3/t))*5(Cos(3/t))*3(-1/t^2)
We, applied the chain rule for differentiation here. First differentiate the outer function and slowly proceeding to the inside functions. By proceeding in this way, you will get the desired answers.
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