Find the image of def under the translation of (x, y) ---> (x+7, y+2)
Find the image of def under the translation of (x, y) ---> (x+7, y+2)
Point D is at (-5, 1). The vector is (+7, +2). So, add 7 to x and add 2 to y. You will find the image of point D.
Answer:
The answer is the triangle GHJ
Step-by-step explanation:
In this problem we have that
The rule of the translation is equal to
\((x,y)------> (x+7,y+2)\)
That means------> the translation of triangle DEF is \(7\) units to the right and \(2\) units up
therefore
The image of triangle DEF under the translation is the triangle GHJ
Verify
point \(E(-2,4)\)
Applying the rule of translation
\((x,y)------> (x+7,y+2)\)
\(E(-2,4)------> H(-2+7,4+2)\)
\(E(-2,4)------> H(5,6)\) -----> is correct