An electronics store advertised tablets (t) for $349 and phones (p) for $469. During one month, they sold a total of 44 devices for a total of $17,516. Which system of equations could be used to calculate the cost of a tablet and the cost of a phone? No work is needed. (1 Point)

349t + 469p = 44 and t + p = 17516

t + p = 44 and 349t + 469p = 17516

349t = 17516 and 469p = 17516

t + p = 44 and t + p = 17516
2.Jose bought a total of 9 movie tickets for a total cost of $54. Adult tickets cost $8 each, and child tickets cost $3.50 each. How many adult tickets did he buy? A system of equations and elimination work must be submitted to earn full credit.
(1 Point)

4 adult tickets

2 adult tickets

5 adult tickets

3 adult tickets
3.Ted has $6.80 in quarters and dimes. He has a total of 38 coins. Which equations can be used to calculate q, the number of quarters, and d, the number of dimes? No work is needed.
(1 Point)

.25q + .10d = 38 and q + d = 6.80

q + d = 38 and .25q + .10d = 6.80

.25q = .10d and q + d = 6.80

.25q + .10d = 38 and .25q + .10d = 6.80
4.Charlie went on a shopping trip. He bought silver rings for $5 each and bracelets for $8 each. If he bought a total of 19 items and spent $131, how many bracelets and how many rings did he buy? A system of equations and elimination work must be submitted to earn full credit.
(1 Point)

7 rings and 12 bracelets

10 rings and 9 bracelets

12 rings and 7 bracelets

9 bracelets and 10 rings
5.Mr. Newman bought 8 tickets to a chili supper and spent a total of $30. He bought a combination of adult tickets for $5 each and child tickets for $3 each. Which system of equations will determine the number of child tickets, c, and the number of adult tickets, a, he bought? No work is needed.
(1 Point)

5a + 3c = 8 and a + c = 30

8a + 5c = 30 and a + c = 3

a + c = 8 and 3a + 5c = 30

5a + 3c = 30 and a + c = 8
6.Sarah and James are selling popcorn and cotton candy at the State Fair. Sarah sold 3 bags of popcorn and 9 bags of cotton candy for a total of $75. James sold 8 bags of popcorn and 5 bags of cotton candy for a total of $67. What is the cost of a bag of popcorn and a bag of cotton candy? A system of equations and elimination work must be submitted to earn full credit.
(1 Point)

$4 popcorn and $9 cotton candy

$6 popcorn and $2 cotton candy

$4 popcorn and $7 cotton candy

$7 popcorn and $4 cotton candy
7.Alley bought 7 bags of gummy bears and 3 bags of chocolate for $22. Ben bought 6 bags of gummy bears and 2 bags of chocolate for $16. Which system of equations could you use to calculate the cost of a bag of gummy bears (g) and a bag of chocolate (c)? No work is needed.
(1 Point)

7g + 3c = 16 and 6g + 2c = 22

7g + 3c = 22 and 6g + 2c = 16

7g + 6c = 22 and 3g + 2c = 16

g + c = 22 and g + c = 16
8.Ali has nickels and dimes in her purse. There are 24 total coins. The value is $1.55. How many nickels does Ali have? A system of equations and elimination work must be submitted to earn full credit. Immersive Reader
(1 Point)

5 nickels

7 nickels

17 nickels

10 nickels