The coordinates of the image of the origin O with respect to the line x+y+1=0 are
A
(−12,−12)
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B
(−2,−2)
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C
(1,1)
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D
(−1,−1)
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Solution
The correct option is D(−1,−1) Let Q(h,k) be the image of O(0,0) w.r.t the line mirror x+y+1=0 h−01=k−01=−2(1)2 ⇒h=k=−1 ⇒h=−1,k=−1 So, the image is at (−1,−1)