(x^q/x^r)^1/qr * (x^r/x^p)/1/rp * (x^p/x^q)/^1/pq
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Answer:
−r)qr1×(xr−p)rp1×(xp−q)pq1
=xqrq−r×xrpr−p×xpqp−q
On adding all the powers of x, we get
⇒x(qrq−r+rpr−p+pqp−q)
=xpqrp(q−r)+q(r−p)+r(p−q)
=xpqr0=1
Step-by-step explanation:
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