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miyahvictoria
23.07.2019 •
Mathematics
Sue has $1.15 in nickels and dimes, a total of 16 coins. how many nickels and how many dimes does sue have? , i have 10 minutes to solve
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Ответ:
Lets n be the number of nickels Sue has. Then the number of dimes is equal to (16-n). So, Sue has 5*n cents in nickels and 10*(16-n) cents in dimes. Since the total amount Sue has is $1.15, or 115 cents, it gives you an equation 5n + 10*(16-n) = 115.
Simplify this equation: 5n +160-10n = 115 (after opening parentheses) -5n = 115-160 (after collecting like terms at the left side and moving 160 to the right side with the opposite sign) -5n = -45 (after collecting like terms at the right side) n = 9 (after dividing both sides by -5). So, the number of nickels is equal to 9. The number of dimes is equal to 16 minus the number of nickels, that is 16-n = 16-9 = 7.
Check. The total number of coins is equal to 9 + 7 = 16. The total amount is equal to 9*5 + 7*10 = 45 + 70 = 115. The solution is correct.
Answer. Sue has 9 nickels and 7 dimes.
Hope this helps! :)
Ответ:
x+y=16
solve the system
Ответ:
Hello from MrBillDoesMath!
Choice C
Discussion:
The domain of a function can be thought of as the set of "x" values for which it is defined. So Choice C is the correct answer. (Note that choice A is NOT the answer as it contains (x,y) pairs, not single "x" values)
Thank you,
MrB