Question #72db3

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Answer 1 · 2017-11-29T12:48:00

By hitting the GRAPH button and navigating through that

Instead of x assign values. If x is 1, your function will be $\frac{2.71}{1} = 2.71$ $2.71/1=2.71$

If x is 2, your function will be $\frac{7.38}{2^{2}} = 1.85$ $7.38/(2^2)=1.85$

If x is 3, your function will be $\frac{20.09}{3^{2}} = 2.23$ $20.09/(3^2) =2.23$

Your function is not defined when x is zero.

You can try negative values and based on output you can graph your function.

$\frac{e^{x}}{x^{2}}$ $(e^x)/(x^2)$

graph{(e^x)/(x^2) [-10.58, 9.42, -2.16, 7.84]}