Question

HEY GUYS PLEASE HELP ME SOLVE THIS

1/p + 1/q + 1/x = 1/x+p+q HINT. TAKE ( 1/p + 1/q ) + ( 1/x - 1/x+p+q) = 0.
​

Answer 1

Answer:

Step-by-step explanation:

1/x - 1/(p+q+x) = ((x+p+q)-x)/x(p+q+x) = (p+q)/(px+qx+x^2)

Now, the hint's equation is

1/p + 1/q +(p+q)/(px+qx+x^2) = 0

(p+q)/pq + (p+q)/(px+qx+x^2) =0

Dividing by p+q on LHS and RHS,

1/pq + 1/(px+qx+x^2) =0

=> (px+qx+x^2) + pq =0

=>x^2 +(p+q)x +pq =0

=> (p+x)(q+x) = 0

so x= -p, -q

Answer 2

Answer:

Hey cupcake going to change my id...just mark my answer to ur question as brainliest in my new account..Cause I need it..Hehe