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A purse contains 21 coins consisting of nickels and dimes. Find the number of coins of each kind if the total value is $1.65. If 5n represents the value of the nickels, then which of the following expressions represents the value of the dimes?

10n
16n
10(21 - n)

Respuesta :

(a)

Let's assume

number of nickels is n

total number of coins is 21

so, number of dines will be 21-n

1 nickel =$0.05

1 dimes=$0.10

total value is 1.65

so, we can set up equation

[tex]0.05*n+0.10*(21-n)=1.65[/tex]

now, we can solve for n

[tex]n=9[/tex]

so, number of nickels is 9

number of dimes is 21-9=12..........Answer

(b)

we are given

value of the nickels =5n

we know that

value of dimes =2* value of nickels

so, we can plug it

value of dimes =2*5n

value of dimes =10n...............Answer

i just took the quiz this problem is 10(21-n)

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