find-the-difference-quotient-f-x-h-f-x-h-of-the-following-function-f-x-x5-2a-b-c

Question

Find the difference quotient, [f(x + h) - f(x)]/h, of the function: f(x) = $$x^{5} - 2$$

Accepted Answer

$$5x^{4}$$ + $$10x^{3}h$$ + $$10x^{2}$h^{2}$$ + $$5xh^{3}$$ + $$h^{4}$$

Answer

$$5x^{4}$$ + $$5x^{3}h$$ + $$5x^{2}$h^{2}$$ + $$10xh^{3}$$ + $$5h^{4}$$

Answer

$$5x^{4}$$ + $$5x^{3}h$$ + $$10x^{3}h$$^{2}$$ + 10x$$^{2}$$h^{3}$$ + $$5xh^{4}$$

Answer

$$5x^{4}$$ + $$10x^{3}h$$^{2}$$ + 10x$$^{2}$$h^{3}$$ + $$5x^{2}$h^{3}$$ + $$h^{4}$$

Find the difference quotient, [f(x + h) - f(x)]/h, of the function: f(x) = x5 - 2