Question

find x
can someone answer​

Answer 1

Step-by-step explanation:

3×3^5x ÷ 9^2 = 1/27

(3^(1+5x))/3^4=1/3^3

3^(1+5x-4)×3^3= 1

(3^5x-3)×3^3= 1

3^5x-3+3= 1

3^5x= 1

(3^5)^x = 1

243^x= 1

taking log on both sides,

log243^x= log1

xlog243= o [since log 1=0]

x=0

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