Please help simplify this exponential equation: (36^(x+3))/(6^(x+1))

HOME > Mathematics > Please help simplify this exponential equation: (36^(x+3))/(6^(x+1))

Please help simplify this exponential equation: (36^(x+3))/(6^(x+1))

[From: ] [author: ] [Date: 11-05-20] [Hit: ]

......

I got (2x+6)/(x+1) but I don't think this is correct. Please help me with the correct answer. Thanks!

(6^(2*x + 6))
------------------ =
6^(x + 1)

6^(2*x + 6 - x - 1) = 6^(x + 5) = (6^5)*6^x = 7776*(6^x)

36^(x + 3)/(6^(x + 1)) = 6^(2x + 6)/6^(x + 1) = 6^(2x + 6 - x - 1) = 6^(x + 5)

keywords: simplify,equation,help,exponential,this,Please,36,Please help simplify this exponential equation: (36^(x+3))/(6^(x+1))

New

Hot