23. The total cost of 5 notebook and 4 pens is $ 120; the total cost of 8 other identical notebooks and 20 pens is $ 280. What system of equations do allows you to determine the cost of each item? Ax +y = 120, x+ y 280 B 5x 4y = 120.8x-20y 280 C4x + 5y = 120.8x + 20y = 280 D 5x + 4y = 120.8x + 20y = 280 24. Two hamburgers and four cola drinks cost $ 180; five hamburgers and eight colas cost $ 420. What system of equations allows you to calculate the cost of a hamburger and a soda? A 4x + 2v = 420. Ax + 5v = 180 B2x + 4y 180, 5x +8y = 420 C2x 4y 180, 5x-8y 420 D 2x +4y = 420.5x %3! + 8y = 180 %3D

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
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Chapter5: Linear Inequalities
Section5.1: Solving Inequalities By Addition And Subtraction
Problem 57PFA
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22. In a fight betweenSpanishrs, ead English were involved. What
system of equations allows us to determine the number of flies and
spiders that participated in the fight? (Take into account that the fly has 6 legs
and the spider 8).
Am+a =42, 6m + 8a 276
B 6m +a = 42, m + 8a = 276
Cm -a = 42, 6m - 8a 276
Dm +a = 42, 8m + 6a = 27
23. The total cost of 5 notebook and 4 pens is $ 120; the total cost of 8 other
identical notebooks and 20 pens is $ 280. What system of equations do
allows you to determine the cost of each item?
Ax +y = 120, x+y 280
B 5x 4y = 120.8x-20y 280
C4x + 5y = 120.8x+ 20y = 280
D 5x + 4y = 120.8x + 20y = 280
24. Two hamburgers and four cola drinks cost $ 180; five
hamburgers and eight colas cost $ 420. What system of equations
allows you to calculate the cost of a hamburger and a soda?
A 4x + 2v = 420. 8x + 5v = 180
B2x + 4y 180, 5x + 8y = 420
C2x 4y = 180, 5x-8y 420
D 2x + 4y = 420.5x
%3D
+ 8y = 180
%3D
%3D
Transcribed Image Text:22. In a fight betweenSpanishrs, ead English were involved. What system of equations allows us to determine the number of flies and spiders that participated in the fight? (Take into account that the fly has 6 legs and the spider 8). Am+a =42, 6m + 8a 276 B 6m +a = 42, m + 8a = 276 Cm -a = 42, 6m - 8a 276 Dm +a = 42, 8m + 6a = 27 23. The total cost of 5 notebook and 4 pens is $ 120; the total cost of 8 other identical notebooks and 20 pens is $ 280. What system of equations do allows you to determine the cost of each item? Ax +y = 120, x+y 280 B 5x 4y = 120.8x-20y 280 C4x + 5y = 120.8x+ 20y = 280 D 5x + 4y = 120.8x + 20y = 280 24. Two hamburgers and four cola drinks cost $ 180; five hamburgers and eight colas cost $ 420. What system of equations allows you to calculate the cost of a hamburger and a soda? A 4x + 2v = 420. 8x + 5v = 180 B2x + 4y 180, 5x + 8y = 420 C2x 4y = 180, 5x-8y 420 D 2x + 4y = 420.5x %3D + 8y = 180 %3D %3D
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