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Mathematics 9 Online
QuinnLoves:

Help?

QuinnLoves:

The coordinates of a point on a coordinate grid are (−2, 6). The point is reflected across the x-axis to obtain a new point. The coordinates of the reflected point are

Imagine:

Shouldn't the (Y) Become negative?

Imagine:

Asking the others, not you lol.

QuinnLoves:

Oh, lol.

Imagine:

Yes, since QuestionCoveBot, takes years. The Y becomes negative.

QuinnLoves:

If it Helps theese are the Answer Choices : (2, 6) (−2, 6) (−2, −6) (2, −6)

Imagine:

The X stays negative and the y-value turns from positive to negative.

QuestionCoveBot:

|dw:1618495638318:dw| Ignore the boxes xD and the question mark. o-O Hard to do this. Lol. So it's REFLECTING across the X-axis, and so then it's reflecting DOWN. And X is already negative, then Y becomes negative. Imagine- I was making the drawing. ._.

QuinnLoves:

My god..

Imagine:

mb @QuestionCoveBot

Imagine:

\(\color{#0cbb34}{\text{Originally Posted by}}\) @Imagine The X stays negative and the y-value turns from positive to negative. \(\color{#0cbb34}{\text{End of Quote}}\)

QuinnLoves:

So I have to find the Axis point?

Imagine:

Use the (-2,6)

Imagine:

X-value=-2

Imagine:

Y-Value =6 (but change the 6 to a negative 6)

QuestionCoveBot:

\(\color{#0cbb34}{\text{Originally Posted by}}\) @QuinnLoves If it Helps theese are the Answer Choices : (2, 6) (−2, 6) (−2, −6) (2, −6) \(\color{#0cbb34}{\text{End of Quote}}\) Quinn- X is negative. Stays negative. Eliminate A and C. Y changes from positive to negative. So eliminate B. What do you have left, then?

QuinnLoves:

D

QuestionCoveBot:

Correct And there's your answer. (:

QuinnLoves:

Thank you lol

QuestionCoveBot:

Anytime!

QuinnLoves:

Thank you as well Imagine

Imagine:

Good Explanation Q.C. Bot!

Imagine:

Anytime.

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