A baker needs 4 cups of flour per loaf of bread. Write an equation using two variables to show the relationship between the number of loaves, n
, and the total amount of flour used, t
. (1 point)
Responses
t=4−n
t equals 4 minus f
t=n/4
t equals Start Fraction f over 4 End Fraction
t=4n
t equals 4 f
n=4t
7 answers
n equals 4t
Anja buys gas for her car at $3 per gallon. Write an equation using two variables to show the relationship between the number of gallons of gas, g , and the total amount of amount she spends, s .(1 point)
Responses
s=g/3
s equals Start Fraction g over 3 End Fraction
s=3+g
s equals 3 plus g
g=3s
g equals 3 s
s=3g
Responses
s=g/3
s equals Start Fraction g over 3 End Fraction
s=3+g
s equals 3 plus g
g=3s
g equals 3 s
s=3g
s equals 3g
Gabriel owns a babysitting service. He charges $8 per hour to babysit. Write an equation using two variables to show the relationship between the number of hours he babysits, h , and the total amount of money, t , he earns after 6 hours.(1 point)
Responses
t=8h ; $48
t equals 8 h ; $48
t=8+h ; $14
t equals 8 plus h ; $14
8t=h ; $48
8 t equals h ; $48
t=8h ; $0.75
Responses
t=8h ; $48
t equals 8 h ; $48
t=8+h ; $14
t equals 8 plus h ; $14
8t=h ; $48
8 t equals h ; $48
t=8h ; $0.75
t equals 8h ; $48
Lola drives her car at 35 miles per hour. Write an equation using two variables to show the relationship between the number of hours she drives, t , and the total distance, d , she drives, after 6 hours.(1 point)
Responses
t=35+d; 41 miles
t equals 35 plus d ; 41 miles
d=35t; 210 miles
d equals 35 t ; 210 miles
d=35t; 180 miles
d equals 35 t ; 180 miles
t=35d; 210 miles
Responses
t=35+d; 41 miles
t equals 35 plus d ; 41 miles
d=35t; 210 miles
d equals 35 t ; 210 miles
d=35t; 180 miles
d equals 35 t ; 180 miles
t=35d; 210 miles
d equals 35t; 210 miles