Checking account a charges a mouthly service fee $23 and wire transfer fee of $7.50 while checking account b charges a monthly service fee of $14 and wire transfer fee of $9.50 which checking account is the better deal if four wire transfers are made per month

Checking account b is the better deal, because the total monthly fees amount to $52, while those for checking account a amount to $53.

Explanation:

Given:

monthly service fee of checking account a = $23

wire transfer fee of a = $7.50

monthly service fee of checking account b = $14

wire transfer fee of b = $9.50

To find:

which checking account is the better deal if four wire transfers are made per month?

Solution:

If four wire transfers are made per month then total monthly fees of both accounts is computed as follows:

Account a:

service fee of a + four wire transfers fee of a

23 + 4(7.50) = 23 + 30 = $ 53

Account b:

service fee of b + four wire transfers fee of b

14 + 4 (9.50) = 14 + 38 = $ 52

From the above results checking account b is the better deal because the total monthly fees amount to $52 while total monthly fees for checking account a amount to $53.

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