Pre-Algebra · Superchallenge problem

A snail climbs $\dfrac{3}{4}$ m up a wall during each day but slips back $\dfrac{1}{3}$ m each night. The wall is $5$ m tall. On which day does the snail first reach the top? (Once it reaches the top during the day it stops and does not slip.) Round to 2 decimal places (an exact answer is also accepted).