The inequality that gives the maximum number of songs Ella can buy is:
$50 ≤ $20 + $0.50s
An online music club has a one-time registration fee of $20 and charges $0.50 for each song download. If Ella has $50.00 to join the club and buy songs, which inequality gives the maximum number of songs, s, she can buy?(1 point)
Responses
9 answers
s≥30
s≤30
s≥60
s≤60
thhese are the answers, choose
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s≤30
s≥60
s≤60
thhese are the answers, choose
the
right
one
The correct answer is s ≤ 60.
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Mark and Anson each have a video game collection.
The number of video games in Mark collection can be represented by x.
The number of video games in Anson collection is 5 times the number in Mark collection.
The total number of video games is no more than 72.
What is the solution set for x, the number of video games in Mark’s collection?
(1 point)
The number of video games in Mark collection can be represented by x.
The number of video games in Anson collection is 5 times the number in Mark collection.
The total number of video games is no more than 72.
What is the solution set for x, the number of video games in Mark’s collection?
(1 point)
The solution set for x, the number of video games in Mark's collection, can be found by setting up an inequality based on the given information.
Since the number of video games in Anson's collection is 5 times the number in Mark's collection, we can represent it as 5x.
The total number of video games is no more than 72, so the inequality is:
x + 5x ≤ 72
Combining like terms:
6x ≤ 72
Dividing both sides by 6:
x ≤ 12
Therefore, the solution set for x, the number of video games in Mark's collection, is x ≤ 12.
Since the number of video games in Anson's collection is 5 times the number in Mark's collection, we can represent it as 5x.
The total number of video games is no more than 72, so the inequality is:
x + 5x ≤ 72
Combining like terms:
6x ≤ 72
Dividing both sides by 6:
x ≤ 12
Therefore, the solution set for x, the number of video games in Mark's collection, is x ≤ 12.
Our middle school is having a fall carnival. Admission into the carnival is $3 and each game inside the carnival costs $.25. Write an inequality that represents the possible number of games that can be played having $10. What is the maximum number of games that can be played?(1 point)
Responses
Responses
Let g represent the number of games that can be played.
The cost of admission is $3, and each game costs $0.25.
So the inequality that represents the possible number of games that can be played with $10 is:
3 + 0.25g ≤ 10
To find the maximum number of games that can be played, we need to solve this inequality for g:
0.25g ≤ 10 - 3
0.25g ≤ 7
Dividing both sides by 0.25:
g ≤ 28
Therefore, the maximum number of games that can be played is 28.
The cost of admission is $3, and each game costs $0.25.
So the inequality that represents the possible number of games that can be played with $10 is:
3 + 0.25g ≤ 10
To find the maximum number of games that can be played, we need to solve this inequality for g:
0.25g ≤ 10 - 3
0.25g ≤ 7
Dividing both sides by 0.25:
g ≤ 28
Therefore, the maximum number of games that can be played is 28.
1 answer