Question

If p^(2/a) = q^(2/b) = (p^b × q^a)^c
Show that abc = 1.​

Answer 1

Answer:

It is because there is no values are given

Step-by-step explanation:

Answer 2

Answer:

hey there..

t. p/a^2 + q/b + r/c =1. …

a/p + b/q + c/r =0. ……. …. .(2)

Now squaring both sides of equation (1) , we get

[p/a + q/b + r/c]² = (1)²

=> (p/a)² + (q/b/b+1/2)² + (r/c+1/2^b)² + 2( pq/ab + qr/bc + pr/ac) = 1.

=> (p/a)² + (q/b)² +(r/c)² + 2[ pqr/abc ( c/r + a/p + b/q )] =1.

=> (p/a)² + (q/b)² + (r/c)² = 1. [ using equation (2)].

rest you can solve ..nilavra

nice to meet you..

#mark as the brainliest..

Step-by-step explanation: