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x' = x + a
y' = y + b
x' = -2 + 3
y' = 7 + (-4)
x' = 1
y' = 3
= (1, 3)
Bayangan setelah refleksi :
x' = -y
y' = -x
x' = -3
y' = -1
= (-3, -1)
Bayangan setelah didilatasi:
(x') = (-2 0)(x)
(y') (0 -2)(y)
(x') = (-2x + 0y)
(y') (0x - 2y)
x' = (-2(-3))
y' = - (2(-1))
x' = 6
y' = 2
jadi bayangannya di titik (6, 2)
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setelah direfleksikan :
x' = x
y' = 2b - y
x' = 12
y' = 2(-3) - 3
x' = 12
y' = -9
= (12, -9)
setelah dirotasikan :
(x') = (cosα -sinα)(x)
(y') = (sinα cosα)(y)
(x') = (cos270 -sin270)(x)
(y') = (sin270 cos270)(y)
(x') = ( 0 1)(x)
(y') = (-1 0)(y)
(x') = (0x y)
(y') = (-x 0y)
x' = -9
y' = -(12)
= (-9, -12)
catatan :
yang ada
(x')
(y')
itu maksudnya matriks, ya.