1. A(2,8) A'(6,7)
2. B(5,2) B'(9,1)
3. C(2,2) C'(6,1)
4. P(x,y) P'(x ₊ 4 , y ₋ 1)
5. x units to x ₊ 4 units.
y units to y ₋ 1 units.
6. triangle A'B'C' (6 , 4)
7. triangle A'B'C' (7 , 5)
8. triangle ABC ( 3,2)
9. triangle ABC (4 , 4)
Given,
A set of values called coordinates helps to display a point's precise location in the coordinate plane.
we can observe the points from the graph we get the values for B' and C'.
P(x,y) P'(x₊,y₋)
P(2,5) P'=(6,4) ⇒(2₊4,5₋1)
P(3,6) P' = (3₊x' , 6₋y') ⇒ (3₊4 , 6₋1) = (7,5)
P'(7,1) P = (x'₋4 , y'₊1) ⇒ (7₋4 , 1₊1) = (3,2)
P'(8,3) P = (x'₋4 , y'₊1) ⇒ (8₋4 , 3₊1) = (4,4)
hence we acquired the desired values of the points from the graph given.
Learn more about Coordinate geometry here:
brainly.com/question/17206319
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