FINANCES Each month, Mr. Jefferson spends $400 on his car payment, $110 on car insurance, and $60 on gasoline.
Part A Write an expression to find the total amount Mr. Jefferson spends on his car over 12 months.
Part B What is the total amount Mr. Jefferson spends on his car over 12 months?
Part A: The expression to find the total amount Mr. Jefferson spends on his car over 12 months is 12 * ($400 + $110 + $60).
Part B: To calculate the total amount Mr. Jefferson spends on his car over 12 months, we substitute the values into the expression.
12 * ($400 + $110 + $60) = 12 * $570 = $<<12*570=6840>>6840.
So, Mr. Jefferson spends a total of $6840 on his car over 12 months.
Part A:
To find the total amount Mr. Jefferson spends on his car over 12 months, we need to add up the expenses for the car payment, car insurance, and gasoline.
Expression: 12 * ($400 + $110 + $60)
Part B:
To calculate the total amount Mr. Jefferson spends on his car over 12 months, we substitute the values into the expression:
12 * ($400 + $110 + $60) = 12 * $570 = $6,840
Therefore, the total amount Mr. Jefferson spends on his car over 12 months is $6,840.
Part A: To find the total amount Mr. Jefferson spends on his car over 12 months, we need to add up his expenses for car payment, car insurance, and gasoline for each month.
The expression will be:
12 * (car payment + car insurance + gasoline)
Part B: To find the total amount Mr. Jefferson spends on his car over 12 months, we substitute the given values into the expression:
12 * ($400 + $110 + $60)
Calculating this expression, we get:
12 * $570 = $6,840
Therefore, the total amount Mr. Jefferson spends on his car over 12 months is $6,840.