Question

find the values of x if (( x-p)/q) + ((x-q)/p) = (q/(x-p)) + (p/(x-q))​

Answer 1

take the LCM on both sides

( xp - p^2 + qx - q^2 )/pq = ( qx - q^2 + xp - q^2 )/ x^2 - px - qx + pq

pq = x^2 - px - qx + px

0 = x^2 - px - qx

0 = x ( x - p - q )

0 = x - p - q

x= p + q.

Hope it will help you

Answer 2

Answer:

x= p+q

Step-by-step explanation:

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