Respuesta :
105 times 15= 1575
57 times 20= 1140
1140+1575= 2715
(2715)(d)= x
x being the total amount the company paid
57 times 20= 1140
1140+1575= 2715
(2715)(d)= x
x being the total amount the company paid
- Food booth
From the sentences above, we can see that people need to pay $ 100 as intial payment, and additional $5 for each day they use the booth. Since he company has 15 food booths, the expression would bey
y = 15 (100 + 5d)
in which y = total amount that company received and d is the number of days the booth is rented
- Game Booth
From the sentences above, we can see that people need to pay $ 50 as intial payment, and additional $7 for each day they use the booth. Since he company has 20 game booths, the expression would be
y = 20 (50 + 7d)
in which y = total amount that company received and d is the number of days the booth is rented
- For both game booths and food booths
y = [15 ( 100 + 5d) ] + [ 20 (50 + 7d)]
y = 1500 + 75d+ 1000 +140d
y = 2500 + 215d
From the sentences above, we can see that people need to pay $ 100 as intial payment, and additional $5 for each day they use the booth. Since he company has 15 food booths, the expression would bey
y = 15 (100 + 5d)
in which y = total amount that company received and d is the number of days the booth is rented
- Game Booth
From the sentences above, we can see that people need to pay $ 50 as intial payment, and additional $7 for each day they use the booth. Since he company has 20 game booths, the expression would be
y = 20 (50 + 7d)
in which y = total amount that company received and d is the number of days the booth is rented
- For both game booths and food booths
y = [15 ( 100 + 5d) ] + [ 20 (50 + 7d)]
y = 1500 + 75d+ 1000 +140d
y = 2500 + 215d