Question

Find two points on the graph of this function other than the origin that fits in the given grid express each coordinate as an integer or simplified fraction or around four decimal places as necessary another coordinates to plot points on

Answer 1

Substitute arbitrary values of x for which -10 < h(x) < 10.

In this instance, we can use x = 1, and x = -1

`\begin{gathered} h(x)=-(5)/(8)x^5 \\ h(1)=-(5)/(8)(1)^5 \\ h(1)=-(5)/(8) \\ h(1)=-0.625 \\ \\ h(x)=-(5)/(8)x^(5) \\ h(-1)=-(5)/(8)(-1)^5 \\ h(-1)=(5)/(8) \\ h(-1)=0.625 \end{gathered}`

Therefore, the points that fits in the grid in the function h(x) are (1, -0.625) and (-1, 0.625).