Let x = g(t) = t3 and y = h(t) = cos t. a. If f(t) = g(t) h(t), show by counterexample
Chapter 4, Problem R1(choose chapter or problem)
Let x = g(t) = t3 and y = h(t) = cos t. a. If f(t) = g(t) h(t), show by counterexample that (t) does not equal (t) (t). b. If f(t) = g(t)/h(t), show by counterexample that (t) does not equal (t)/ (t ). c. Show by example that dy/dx equals (dy/dt)/(dx/dt).
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