Question: Consider the basic functions f(e)=2 and g(a)= sin(e).Let hI)= f(g(z)). Find the exact instantaneous rate of change of h atthe point where o =7Which function

Consider the basic functions f(e)=2 and g(a)= sin(e).Let hI)= f(g(z)). Find the exact instantaneous rate of change of h atthe point where o =7Which function is changing most rapidly at r =0.25: h(r)= f(g(z)) orrE=9fc WhyC. Let h(z)= f(g(e)) and (E)= g(f(c)). Which of these functions has aderivative that is periodic? Why?

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