Plan A: ($0.20/min)
Plan B: ($34.95 + $0.10/min)
Let x be the minutes used, so that the total cost of each plan becomes:
Plan A: ($0.20/min)x
Plan B: $34.95 + ($0.10/min)x
let's find out how many minutes would result in equal plan costs:
Plan A: = Plan B:
($0.20/min)x = $34.95 + ($0.10/min)x
($0.20/min)x - ($0.10/min)x= $34.95
($0.10/min)x= $34.95
x = 349.6 minutes
At 349.6 minutes both plans are equal cost. More than 340.6 minutes, Plan A becomes more expensive.