2(6)5x=221
Which 2 statements represent the relationship between y=2x and y=log2 x?
Which answers describe the transformation of g(x)= log3 (x+3)+1 from the parent function f(x) = log3 x?
2(6)^(5x) = 221 divide both sides by 2
6^(5x) = 110.5 take the log of each side
log 6^(5x) = log (110.5) and we can write
(5x) log 6 = log 110.5 divide both sides by 5log 6
x = log 110.5
_________
5 log 6
Symmetric over y = x
Inverses
Shifted to the left 3 and up 1
+595 
