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AP EAMCET · Maths · Straight Lines

The point to which the origin should be shifted so that the equation y2-6y-4x+13=0 will not contain any term in y and the constant term, is

  1. A 1, 1
  2. B 1, 2
  3. C 2, 1
  4. D 1, 3
Verified Solution

Answer & Solution

Correct Answer

(D) 1, 3

Step-by-step Solution

Detailed explanation

Given equation, y2-6y-4x+13=0 Now origin is shifted to (h,k) y→y+k 2x→x+h k(y+k)2-6(y+k)-4(x+h)+13=0 y2+k2+2ky-6y-6k-4x-4h+13=0 y2 will not contain any term y2+2k-6y=0 & k2-6k-4h+13=0…