Question

If A = b to the power 3x , B=c to the power 3 y. , C = a to the power 3z
Find X Y Z​

Answer 1

Answer:

∴ xyz=1/27

Step-by-step explanation:

$a=b^{3x}\\b=c^{3y}\\c=a^{3z}\\\\c=(b^{3x})^{3z}\\c=b^{(3x*3z)}\\c=b^{9xz}\\c=(c^{3y})^{9xz}\\c^1=c^{(3y*9xz)}\\c^1=c^{27xyz}\\\log_cc^1=\log_cc^{27xyz}\\1=27xyz\\xyz=\frac{1}{27}$

<hope it helps!>

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