Question

If the sum of the reciprocals of the intercepts made by a variable straight line on the axis of coordinates is a constant, then prove that the line always passes through a fixed point

Answer 1

Hint : xaxa+yb+yb=1=1 where 1a1a+1b+1b = constant = 1k1k (say ). This implies that kaka+kb+kb=1⇒=1⇒ line passes through the fixed point (k, k).]

Answer 2

Step-by-step explanation:

hope it helps you

follow me

mark it as brainlist