Question
If you are receiving $57.94 in change, what is the lowest combination of bills and coins that will still give you the correct change?(1 point)
Responses
2 – $20.00 bills, 1 – $10.00 bill, 1 – $5.00 bill, 2 – $1.00 bills, 3 – quarters, 1 – dime, 1 – nickel, and 4 pennies
2 – $20.00 bills, 1 – $10.00 bill, 1 – $5.00 bill, 2 – $1.00 bills, 3 – quarters, 1 – dime, 1 – nickel, and 4 pennies
1 – $50.00 bill, 1 – $5.00 bill, 2 – $1.00 bills, 3 – quarters, 1 – dime, 1 – nickel, and 4 pennies
1 – $50.00 bill, 1 – $5.00 bill, 2 – $1.00 bills, 3 – quarters, 1 – dime, 1 – nickel, and 4 pennies
2 – $20.00 bills, 3 – $10.00 bills, 1 – $5.00 bill, 2 – $1.00 bills, 3 – quarters, 1 – dime, 1 – nickel, and 4 pennies
2 – $20.00 bills, 3 – $10.00 bills, 1 – $5.00 bill, 2 – $1.00 bills, 3 – quarters, 1 – dime, 1 – nickel, and 4 pennies
5 – $10.00 bills, 1 – $5.00 bill, 2 – $1.00 bills, 3 – quarters, 1 – dime, 1 – nickel, and 4 pennies
Responses
2 – $20.00 bills, 1 – $10.00 bill, 1 – $5.00 bill, 2 – $1.00 bills, 3 – quarters, 1 – dime, 1 – nickel, and 4 pennies
2 – $20.00 bills, 1 – $10.00 bill, 1 – $5.00 bill, 2 – $1.00 bills, 3 – quarters, 1 – dime, 1 – nickel, and 4 pennies
1 – $50.00 bill, 1 – $5.00 bill, 2 – $1.00 bills, 3 – quarters, 1 – dime, 1 – nickel, and 4 pennies
1 – $50.00 bill, 1 – $5.00 bill, 2 – $1.00 bills, 3 – quarters, 1 – dime, 1 – nickel, and 4 pennies
2 – $20.00 bills, 3 – $10.00 bills, 1 – $5.00 bill, 2 – $1.00 bills, 3 – quarters, 1 – dime, 1 – nickel, and 4 pennies
2 – $20.00 bills, 3 – $10.00 bills, 1 – $5.00 bill, 2 – $1.00 bills, 3 – quarters, 1 – dime, 1 – nickel, and 4 pennies
5 – $10.00 bills, 1 – $5.00 bill, 2 – $1.00 bills, 3 – quarters, 1 – dime, 1 – nickel, and 4 pennies
Answers
GPT-5 mini
1 – $50.00 bill, 1 – $5.00 bill, 2 – $1.00 bills, 3 – quarters, 1 – dime, 1 – nickel, and 4 pennies.
This equals $50 + $5 + $2 = $57 and $0.75 + $0.10 + $0.05 + $0.04 = $0.94, total $57.94. It uses 4 bills + 9 coins = 13 pieces, which is the fewest of the choices.
This equals $50 + $5 + $2 = $57 and $0.75 + $0.10 + $0.05 + $0.04 = $0.94, total $57.94. It uses 4 bills + 9 coins = 13 pieces, which is the fewest of the choices.