x×y°×z^-1 =? answer
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Answer:
It is given that xyz=1
Therefore xy=z−1
Now the equation:
LHS:
(1+x+y−1)−1+(1+y+z−1)−1+(1+z+x−1)−1
=(1+x+1y)−1+(1+y+xy)−1+(1+1xy+1x)−1
=(y+xy+1y)−1+(y+xy+11)−1+(y+xy+1xy)−1
=(y1+xy+y)+(11+xy+y)+(xy1+xy+y)
=y+xy+1y+xy+1
=1
RHS:
1
Therefore LHS=RHS
Hence Prooved !!!
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