y = 5 x+1 take the log of both sides
log y = log 5 x+1 and by a log property we can write
log y = (x + 1) log 5
log y = x log 5 + log 5
log y - log 5 = x log 5 divide both sides by log 5
logy / log5 - 1 = x and by another log property we can write
log5 y - 1 = x "swap" x and y
log 5 x - 1 = y
g(x) = log 5 x - 1 this is the inverse.......this answer goes in the first box
left this answer goes in the second box
down this answer goes in the last box