Find the coordinates of the image of Z(−7,0) after the translation (x,y)→(x+2,y−3).
bruh just add....
@gabtic so -9,-3
dude whats the answer
What are the coordinates of Rx-axis (-5,3)
To find the image of a point after a translation, we need to apply the translation rules.
Given the translation (x, y) → (x + 2, y − 3), we need to apply this rule to the coordinates of point Z.
Z(−7, 0) → Z′(x + 2, y − 3)
Substituting the values of Z into the translation rule, we get:
Z(−7, 0) → Z′(−7 + 2, 0 − 3)
Simplifying the coordinates of Z′, we find:
Z(−7, 0) → Z′(−5, −3)
Therefore, the coordinates of the image of Z after the translation are Z′(−5, −3).
Identify the coordinates of the midpoint of PQ⎯⎯⎯⎯⎯ with endpoints P(1,−1) and Q(7,−3).
so this is 8,-4