Question

If it is going to cost you $525 dollars to start a lawn care business with your friend, but you will earn an average of $73 for every 4 yards -%., your profit -m. is based on the equation m =[hi % − 525. how much profit would you make if you were scheduled to mow 48 yards the first summer?

Answer 1

After mowing 48 yards, with a $73 average profit for every 4 yards, the total earnings would be $876. Subtracting the initial investment of $525, the profit would be $351.

Step-by-step explanation:

To calculate the profit of starting a lawn care business after mowing 48 yards, you need to determine how many sets of 4 yards you can mow and then multiply that by the average earnings per set of yards. Since you will make $73 for every 4 yards, you would divide 48 by 4 to find the number of sets, which is 12. Multiplying 12 by $73 gives you a total income of $876 from mowing 48 yards. To find the profit, you subtract the initial cost of $525 from your total income.

The profit equation provided is: m = [hi % − 525]. With hi representing your total income, you would insert 876 for hi, getting: m = [876 − 525]. When you perform the subtraction, you get m = 351. Thus, if you were scheduled to mow 48 yards in your first summer, your profit, m, would be $351.