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What are the coordinate points of 𝐸′ E'E

′
if 𝐸 EE is translated right 20 and down 19 ? Click for Help Video

𝐸=(7,0) E=\left(7,0\right)E=(7,0)

Make sure that your answer is in parenthesis!

𝐸′= E'=E
′
=

1 answer

To find the new coordinates \( E' \) after translating the point \( E(7, 0) \) right by 20 units and down by 19 units, we perform the following calculations:

  1. Translate right by 20: This means we add 20 to the x-coordinate. \[ x' = 7 + 20 = 27 \]

  2. Translate down by 19: This means we subtract 19 from the y-coordinate. \[ y' = 0 - 19 = -19 \]

Therefore, the new coordinates \( E' \) are: \[ E' = (27, -19) \]

In parentheses, the final answer is: \[ \boxed{(27, -19)} \]