State the chain rule for the derivative dy/dt if y(t)=f(u( of f and u)

Step-by-step explanation:

The chain rule helps us to differentiate functions and a composition of two functions.

Let r(u) and s(u) be two function. Then, composition of these two functions can be be differentiated with the help of chain rule. It states that:

Now, we are given

Then, by chain rule, we have:

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