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6.10A Model and Solve One-Variable, One-Step Inequalities

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Last updated over 3 years ago
5 questions
1
Question 1
1.
The sum of the measures of two angles is less than 237.6°. If one angle has a measure of 108°, then m, the measure in degrees of the second angle, must be __________
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Question 2
2.

A student needs to sell at least 100 items for a school fundraiser. The student has already sold 32 items. The inequality shown can be used to find n, the number of items the student still needs. Which inequality represents the solution set for this situation?

Question 3
3.
Hannah bought a game subscription for a year. She paid $27. Hannah wants to find the price, p, of the subscription each month. She created the model shown to help find this price but may have made some mistakes. Move the correct explanation to each box. Not all of the explanations will be used.
Other Answer Choices:
Hannah made a mistake because there should only be two parts on the bottom of the strip diagram. One part should have 12. The amount paid each month would be $15 because $27 - $12 = $15.
Hannah is correct, each equal part represents the amount Hannah paid each month for the game subscription, which was $27.
Hannah made a mistake, the price for each month should be $22.50.
Hannah made a mistake, the total spent for the year was $27.
Hannah made a mistake by making each equal part $27. Each equal part, or month of the year, should be $2.25.
Hannah is correct, the total she paid for the year was $324.
Question 4
4.

Danica will construct a rectangle with a length of 8 units and an area of up to 96 square units. Which inequality represents all the possible lengths in units of bases, b, that she can use to construct the rectangle?

Question 5
5.
Jacob's dog can eat no more than 25 treats each day. His friend wants to give Jacob's dog 5 treats today. The model can be used to find x, the number of treats Jacob can still give his dog today. Which model correctly shows the next step to find x? Move the correct answer to the image.
Other Answer Choices: