If the coordinates of a point P are transformed to (4,-3) when the axes are rotated through an angle of 1350, then find P.
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Step-by-step explanation:
Correct option is
D
(2−1,27)
When axes are rotated through an angle θ, then
x=Xcosθ−Ysinθ
y=Ycosθ−Xsinθ
where(x,y) are initial coordinates and (X,Y) are new coordinates
∴x=4(2−1)−(−3)(21)=2−1
y=4(21)−3(2−1)=27
∴(x,y)=(2−1,27)
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