Rebecca R. answered 06/22/18
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First, I would set an equation to determine how many checks (x) it takes to make each bank charge the same amount.
So, the first bank charges $10 plus 5 cents / check. ( 10.00 + .05x)
Then, the second bank charges $5 plus 10 cents/ check. (5.00 + .10x)
Set them to be equal.....
10.00 + .05x = 5.00 + .10x
5.00 = .05x
x = 100
Therefore, anything over 100 would make the first bank a better deal, because it charges 5 cents per check and the second bank charges 10 cents per check.
So, at 101 checks written per month, the first bank is a better deal.