First we have to set up the equation that describes the fee that Ashley pays montly,
Total cost = $27 + m ($0.05)
If Ashley pays at least $82.05 that implies the following inequality

solving for m

Finally we can conclude that Ashley at least uses her phone 1101 minutes in a month, so any number greater than 1101 and lower than 44640 (minutes in a month) is a possible number of minutes that Ashley uses her phone in a month.