Mathematics: Given that √3^n = 3^x/27^y. Express n in terms of x and y.

Given that √3^n = 3^x/27^y. Express n in terms

gyexisromero10

01.02.2022

Step-by-step explanation:

HEllo,

$(\sqrt{3})^n=3^{\frac{n}{2}}=\dfrac{3^x}{27^y}=3^x\times(3^3)^{-y}=3^{x-3y}\\\\\dfrac{n}{2}=x-3y\\\\\boxed{\sf \bf n= 2x-6y}$

Hope this helps

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Emptypockets451

18.04.2020

probability: part/whole

in this question:

part = 6

whole = 18

6/18 --> 1/3

final answer (simplified):

1/3

-- let me know if you have any questions about anything.

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