" 22If "a=c^(z),b=a^(x)" and "c=b^(y)," prove that "xyz=

If a^(x)=b,b^(y)=c and c^(z)=a, prove that xyz=1

If a^x=b ,\ b^y=c\ a n d\ c^z=a , prove that x y z=1

If a=b^(x),b=c^(y) and c=a^(z) , then the value of xyz is equal to (a)-1 (b)0 (c)1 (d)abc

If a = b^(2x) , b = c^(2y) and c = a^(2z) , show that 8xyz = 1.

If a^(x)=b, b^(y)=c,c^(z)=a, prove that xyz = 1 where a,b,c are distinct numbers

If a^(x)=b, b^(y)=c,c^(z)=a, prove that xyz = 1 where a,b,c are distinct numbers

If a=b^(x),(:b=c^(y) and backslash c=a^(z), then the value of xyz is equal to a.0 b.1 c.-1 d.abc

If a^(x)=b,b^(y)=c and c^(z)=a then find the value of xyz

If a/(y+z) = b/(z + x) = c/(x+y) , then prove that (a(b-c))/(y^(2)-z^(2)) = (b(c-a))/(z^(2)-x^(2)) = (c(a-b))/(x^(2)-y^(2)) .

The perpendicular from the vertices A, B and C of a triangle ABC on the opposite sides meet at O. If OA=x, OB=y and OC=z, prove that, a/x + b/y + c/z = (abc)/(xyz) .