Question

fill in the blank 2 points (0,0),(7, - 5),(7, - 8),(4, - 8) c when figure 2 is reflected across the x - axis, the x - coordinates are choose your answer, the y - coordinates are choose your answer. figure 2 multiple choice 1 point c which quadrant does the figure 3 lie in? quadrant i quadrant ii quadrant iii quadrant iv

Explanation:

Step1: Recall reflection rule

When a point $(x,y)$ is reflected across the $x - axis$, the new point is $(x,-y)$. The $x - coordinate$ remains the same and the sign of the $y - coordinate$ changes.

Step2: Apply rule to given points

For point $(0,0)$, when reflected across the $x - axis$, it remains $(0,0)$ since $0$ has no sign change. For $(7, - 5)$, it becomes $(7,5)$. For $(7,-8)$, it becomes $(7,8)$. For $(4,-8)$, it becomes $(4,8)$.

Answer:

$(0,0)$ becomes $(0,0)$; $(7, - 5)$ becomes $(7,5)$; $(7,-8)$ becomes $(7,8)$; $(4,-8)$ becomes $(4,8)$