Answer:
Point A
becomes Point A'
Point B
becomes Point B'
Point C
becomes Point C'
Skills needed: Translations
Explanation:
1) We need to understand what translations are before solving this question.
---> By definition: Translation is when you move a coordinate point up, down, left, right and reflect it.
- In this problem, we are not reflecting points. We only have to worry about moving the points up, down, left, and right.
2) First of all, let's list out the three points we have:
Point A:
Point B:
Point C:
3) We are moving each point 7 units to the right, and 5 squares down.
There is a formula for this:
Given a coordinate pair with values
-- x-value and y-value -- we can say the new coordinate pair is
with the point being moved
units to the right, and
units up.
----> Here, we are moving 7 to the right, so
----> 5 units down basically means -5 units up, so
4) Let's use this formula on each of the coordinate points:
Point A:
-->
-->
We add 7 to the x-value, and subtract 5 from y-value (Since adding a negative is the same as subtracting a positive)
Whenever we are labelling the new points (the ones with the translations) we use "Prime" (' -- apostrophe)
So, Point A
becomes Point A'
Point B:
-->
-->
Point B
becomes Point B'
Point C:
-->
-->
Point C
becomes Point C'
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