a ^ x + b ^ y = c ^ z
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Answer:
Let ax = by = cz = k
So a = k1/x
b = k1/y
c = k1/z
Given b2 = ac
k2/y = k1/xk1/z
k2/y = k1/x + 1/z
2/y = 1/x + 1/z
2/y = (z+x)/xz
y = 2xz/(z+x)
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