Tolong buat ulangan besok yang bisa thanks

Tolong buat ulangan besok yang bisa thanks

$2) : y = {x}^{2} + 2x + 1$

(x,y) ditranslasi T [1,-3] ➡️ (x+1 , y-3)

x' = x+1 , x'-1 = x

y' = y-3 , y'+3 = y

(y'+3) = (x'-1)² + 2(x'-1) + 1

(y'+3) = (x'²-2x'+1) + 2x'-2 + 1

y = x² – 3

b. (x,y) direfleksi x = 3 ➡️ (6-x , y)

x' = 6-x , x = -x'+6

y' = y

y' = (-x'+6)² + 2(-x+6) + 1

y' = (x'² – 12x' + 36) + (-2x+12) + 1

y = x² – 14x + 49

c. (x,y) didilatasi [O,2] ➡️ (2x , 2y)

x' = 2x , x'/2 = x

y' = 2y , y'/2 = y

y' = (x'/2)² + 2(x'/2) + 1

y' = x'²/4 + 2x'/4 + 1

y = (x² + 2x + 4)/4

semoga membantu 😉