Titik K (6, -3) dirotasikan 90derajat searah jarum jam terhadap titik asal 0 (0,0). selanjutnya didilatasikan dengan pusat (2, 1) dan faktor skala 2. bayangan titik K adalah
MicoArrafi
![$\begin{align} K(\ 6,-3\ )\xrightarrow{^R[\text{O},-90^{\circ}]}K'(\ -3,-6\ )\\\\K'(\ -3,-6\ )\xrightarrow{^D[P(2,1),2]}&K''(\ 2+2(-3-2),1+2(-6-1)\ )\\&K''(\ 2+2\times-5,1+2\times-7\ )\\&K''(\ -8,-13\ ) \end{align}](https://tex.z-dn.net/?f=%24%5Cbegin%7Balign%7D+K%28%5C+6%2C-3%5C+%29%5Cxrightarrow%7B%5ER%5B%5Ctext%7BO%7D%2C-90%5E%7B%5Ccirc%7D%5D%7DK%27%28%5C+-3%2C-6%5C+%29%5C%5C%5C%5CK%27%28%5C+-3%2C-6%5C+%29%5Cxrightarrow%7B%5ED%5BP%282%2C1%29%2C2%5D%7D%26K%27%27%28%5C+2%2B2%28-3-2%29%2C1%2B2%28-6-1%29%5C+%29%5C%5C%26K%27%27%28%5C+2%2B2%5Ctimes-5%2C1%2B2%5Ctimes-7%5C+%29%5C%5C%26K%27%27%28%5C+-8%2C-13%5C+%29+%5Cend%7Balign%7D "$\begin{align} K(\ 6,-3\ )\xrightarrow{^R[\text{O},-90^{\circ}]}K'(\ -3,-6\ )\\\\K'(\ -3,-6\ )\xrightarrow{^D[P(2,1),2]}&K''(\ 2+2(-3-2),1+2(-6-1)\ )\\&K''(\ 2+2\times-5,1+2\times-7\ )\\&K''(\ -8,-13\ ) \end{align}")
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