Question

$the \: value \: of \: ( \frac{x {}^{q} }{x {}^{r}}) {}^{ \frac{1}{qr} } \times ( \frac{x {}^{r} }{x {}^{p} } ) {}^{ \frac{1}{pr} } \times ( \frac{x {}^{p} }{x {}^{q} } ) {}^{ \frac{1}{pq} } \: is \: equal \: to.$
plz solve this.​

Answer 1

Answer:

Answer is 1 It is very simple answer

Answer 2

Step-by-step explanation:

ANSWER

(x

q−r

)

qr

1

×(x

r−p

)

rp

1

×(x

p−q

)

pq

1

=x

qr

q−r

×x

rp

r−p

×x

pq

p−q

On adding all the powers of x, we get

⇒x

(

qr

q−r

+

rp

r−p

+

pq

p−q

)

=x

pqr

p(q−r)+q(r−p)+r(p−q)

=x

pqr

0

=1

hope it will help you

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