Raymond B. answered 08/02/25
Math, microeconomics or criminal justice
n + d = 64
5n+10d = 395
5n + 5d = 5(64) = 320
subtract to get
5d = 75
d = 75/4 = 15 dimes
n = 64-15 = 49 nickels
check the answer
5(49)+10(15) = 245+150 = 395
Marcel R.
asked 09/19/19Carlos has a change jar that contains only nickels and dimes. He has 64 coins which add up to a total of $3.95. How many of each type of coin does he have?
A) Enter an equation using the information as it is given that can be solved to find the solution to this problem. Use x
as your variable to represent the number of nickels. Note: Your equation should not include any numbers that do not appear in the original problem
Equation = _______
He has _____ dimes
he has _____ nickels
Raymond B. answered 08/02/25
Math, microeconomics or criminal justice
n + d = 64
5n+10d = 395
5n + 5d = 5(64) = 320
subtract to get
5d = 75
d = 75/4 = 15 dimes
n = 64-15 = 49 nickels
check the answer
5(49)+10(15) = 245+150 = 395
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