x=y^a, y=z^b, z=x^c. What is the value of abc?
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x=y^a ----1
y=z^b ----2
z=x^c ----3
Substituting 3 in 2
y=(x^c)^b
Substituting this in 1,
x=([x^c]^b)^a
x=x^abc
Since the bases are equal we can equate the powers
Therefore, abc=1
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