Question: 1 Write the composite function in the form A(g(x)). [Identify the inner function u = g(x) and the outer function y = A().] (Use non-identity

(Use non-identity functions for f(u) and g(x).) y = + 8 (F(u),

g(x)) = X dy Find the derivative dx dy dx XConsider the

following function. 1 F(t) = 8t + 1 Simplify by rewriting F(t)

using a negative exponent and no fractions. F(t) = Find the derivative

Write the composite function in the form A(g(x)). [Identify the inner function u = g(x) and the outer function y = A().] (Use non-identity functions for f(u) and g(x).) y = + 8 (F(u), g(x)) = X dy Find the derivative dx dy dx XConsider the following function. 1 F(t) = 8t + 1 Simplify by rewriting F(t) using a negative exponent and no fractions. F(t) = Find the derivative of the simplified function. F'(t)

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