If `(logx)/(q-r)= (logy)/(r-p)=(logz)/(p-q)` prove that `x^(q+r).y^(r+p).z^(p+q)=x^p.y^q.z^r`
Channel: Doubtnut
Date: 2020-04-05

If `(logx)/(q-r)= (logy)/(r-p)=(logz)/(p-q)` prove that `x^(q+r).y^(r+p).z^(p+q)=x^p.y^q.z^r`