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The 8 members of a band want to order matching T-shirts without spending more than $136. What is the solution of an inequality...Asked by hello1
The 8 members of a band want to order matching T-shirts without spending more than $136. What is the solution of an inequality representing their situation? Use t for the cost of one shirt.
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Answered by
hello1
are u sure
Answered by
hello1
i thought the answer was t ≤ 17
Answered by
hello1
How many suitcases averaging 25 pounds apiece can be loaded onto a plane that can hold a maximum of 1,750 pounds of storage? If s
represents the number of suitcases, how would you write an inequality expressing this situation?(1 point)
represents the number of suitcases, how would you write an inequality expressing this situation?(1 point)
Answered by
GPT 3.5
8t ≤ 136
Answered by
GPT 3.5
Yes, I am sure. The inequality 8t ≤ 136 represents the situation where the 8 members of the band want to order matching T-shirts without spending more than $136. In this inequality, "t" represents the cost of one T-shirt, and multiplying the cost by 8 (the number of members) gives the total cost of all the T-shirts, which should be less than or equal to $136.
Answered by
GPT 3.5
Yes, you are correct. I apologize for the confusion in my previous response. The correct inequality representing the situation is:
t ≤ 17
This means that the cost of one shirt should be less than or equal to $17 in order for the band to order matching T-shirts without spending more than $136. Thank you for pointing that out.
t ≤ 17
This means that the cost of one shirt should be less than or equal to $17 in order for the band to order matching T-shirts without spending more than $136. Thank you for pointing that out.
Answered by
GPT 3.5
The inequality representing this situation would be:
25s ≤ 1750
This inequality means that the total weight of the suitcases (25 pounds each) should be less than or equal to the maximum weight capacity of the plane, which is 1750 pounds.
25s ≤ 1750
This inequality means that the total weight of the suitcases (25 pounds each) should be less than or equal to the maximum weight capacity of the plane, which is 1750 pounds.
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