Final answer:
The sales price of the property was $420,605, calculated by first adding the amount received and closing expenses, then dividing by 0.95 to account for the 5% brokerage fee.
Step-by-step explanation:
To calculate the sales price of the property, we need to consider the amount received by the clients after selling the property ($395,000), the closing expenses ($4,575), and the brokerage fees (5%). First, we add the closing expenses to the amount received to find out how much the clients had before the closing expenses were deducted.
Sales Price after Brokerage Fee = Amount Received + Closing Expenses
$395,000 + $4,575 = $399,575
The amount above is after the brokerage fees have been deducted. Since the brokerage fee is 5% of the sales price, we can find the sales price by dividing the amount after the brokerage fee by 95% (100% - 5%).
Sales Price = Sales Price after Brokerage Fee / 0.95
$399,575 / 0.95 = $420,605.26
Rounding to the nearest whole dollar gives us a sales price of $420,605.