if a=b^3x, b=c^3y and c=a^3z, then find the value of xyz.
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given
a=b^3x a=c^6y^3 (b=c^3y) a=a^9z^6y (c=a^3z)
b=c^3y b=a^6z^3y
c=a^3z
now ,
multiplying terms
(a^9z^6y)(a^6z^3y)(a^3z)=abc
a=b^3x a=c^6y^3 (b=c^3y) a=a^9z^6y (c=a^3z)
b=c^3y b=a^6z^3y
c=a^3z
now ,
multiplying terms
(a^9z^6y)(a^6z^3y)(a^3z)=abc
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