First City Bank pays 8 percent simple interest on its savings account balances, whereas Second City Bank pays 8 percent interest compounded annually. If you made a $68,000 deposit in each bank, how much more money would you earn from your Second City Bank account at the end of 8 years? (Do not round intermediate calculations and round your answer to 2 decimal places, e. g., 32.16.)

$14,343.25

Explanation:

First city bank pays 8% simple interest in a savings account

Second city bank pays 8% interest compounded annually

$68,000 is deposited deposited in each of the bank

The first step is to calculate the simple interesr per year of first city bank

= principal × rate

= 68,000 × 8/100

= 68,000 × 0.08

= 5,440

The interest earned for the period of 8 years can be calculated as follows.

= 5,440 × 8

= 43,520

The balance at the end of 8 years can be calculated as follows

= 68,000 + 43,520

= 111,520

The next step is to calculate the future value of second city bank

= principal × (1+R)^n

= 68,000 × (1+8%)^8

= 68,000 × (1+0.08)^8

= 68,000 × 1.08^8

= 68,000 × 1.85093021

= 125,863.25

Therefore the amount of money earned from second city bank at the end of 8 years can be calculated as follows

= 125,863.25-111,520

= 14343.25

Hence the money that was earned from second city bank at the end of 8 years is $14,343.25

the most important factor in the

work process or industry is to retain the interest of the employee. and to

retain them, their salary or profit must be adjusted to the best value. unless

the employee does not do his job properly, employees must receive bonuses or

benefits to ensure them to stay in the company. it will actually make them stay

longer, make them feel important and reduce costs for hiring new employees.

explanation:

mark brainliest!

the answer is either c or b, i cant be to sure tho.