The range of values for x is represented on the number line below. Given that x is an integer, find the smallest value of x^2. Answer ___

It won't just hand you the answer — it asks where you're stuck.How the checker works

Worked solution

1. Identify the integers in the given range and find the minimum square.

From the number line, $-5 < x \leqslant 2$ .

Since $x$ is an integer,
$x=-4,-3,-2,-1,0,1,2.$

The smallest possible value of $x^2$ occurs when $x=0$ :
$0^2=0.$

Answer

$0$

AI analysis — may contain mistakes.

Worked this one out on paper? Snap your steps and Gigle's AI math checker will circle the step where it went wrong.