if a=b^2x,b=c^2y,c=a^2z,prove that xyz=1÷8
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put a= b^2 x in c=a^2z
c = ( b^2 x)^2z
c= b ^4zx
put c = b^4Zx IN b = c^2y
b = (b^4zx)^2y
b = b ^ 8zxy
SO 8 zyx = 1
xyz = 1/8
c = ( b^2 x)^2z
c= b ^4zx
put c = b^4Zx IN b = c^2y
b = (b^4zx)^2y
b = b ^ 8zxy
SO 8 zyx = 1
xyz = 1/8
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