Asked by Tay
A cashier has 25 coins consisting of nickels, dimes, and quarters with a value of $4.10. If the number of dimes is 1 more than twice the number of nickels, how many of each type of coin does he have?
Answers
Answered by
Reiny
Ok, your turn.
For the first two, I have given you the equation
What have you done for these last two?
Show me your preliminary steps.
For the first two, I have given you the equation
What have you done for these last two?
Show me your preliminary steps.
Answered by
Tay
n+d+q=25
n+d(1+2n)+q=4.10
I'm not sure if I am doing this right
n+d(1+2n)+q=4.10
I'm not sure if I am doing this right
Answered by
Reiny
no, you are just writing stuff down.
based on what it said:
number of nickels --- x
number of dimes---- 2x+1
number of quarters = 25-(x + 2x+1) = 24 - 3x
now form a "value" equation:
5x + 10(2x+1) + 25(24-3x) = 410
based on what it said:
number of nickels --- x
number of dimes---- 2x+1
number of quarters = 25-(x + 2x+1) = 24 - 3x
now form a "value" equation:
5x + 10(2x+1) + 25(24-3x) = 410
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