If 24^x = 16/9^y find the value of x and y
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Answer:
Explanation:
24^x = 16/9^y
24^x can be written as (8×3)^x
i.e. (2^3×3)^x
i.e. (2^3x) (3^x)..........(i)
Also 16/9^y can be written as 2^4/3^2y.........(ii)
Equating (i) and (ii) ,
(2^3x) (3^x) = 2^4/3^2y
Therefore, equating powers of 2
3x = 4
∴x = 3/4
equating powers of 3
x = -2y
3/4 = -2y
-3/8 = y
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