Question

p/q+s/r=q/p+r/s if, so show that p³/q³+s³/r³=q³/p³+r³/s³​

Answer 1

Answer:

$\huge\underbrace\blue{Answer}$

It is given that

P+Q+R=0

We have to prove that : P^3+Q^3+R^3=0P

We know that:

p³+q³+r³-3pqr=(p+q+b)

(p² +q²+r²-Pq-qr-PR)

p³+q³+r³-3par=0x(p²+q²+r²-Pa-qr-PR)

p³+q³+r³-3pqr=0

p³+q³+r³ =3pqr

hope its help