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Mathematics, 20.01.2021 01:30 jules8022
LeighAnn needs at least 14 gallons of paint to repaint the exterior of her home. She already has 3 gallons. Only 4 stores carry the color she is looking for, and each store has only 2 gallons of her color.
The inequality that represents this scenario is 2x+3≥14, where x is the number of stores LeighAnn visits to buy the paint.
Which description correctly explains whether there is a solution for this situation?
a. The solution to the inequality is x≥5.5. This means there is no solution because there are only 4 stores that carry the color LeighAnn wants. The solution to the inequality is , x≥5.5., This means there is no solution because there are only , 4, stores that carry the color LeighAnn wants. , ,
b. The solution to the inequality is x≥5.5. Since there is not half of a store, this can be rounded up, and LeighAnn needs to visit at least 6 stores to get enough paint for her project. The solution to the inequality is , x≥5.5., Since there is not half of a store, this can be rounded up, and LeighAnn needs to visit at least , 6, stores to get enough paint for her project. , ,
c. The solution to the inequality is x≥5.5. This means LeighAnn needs to visit no more than 512 stores to get enough paint for her project. The solution to the inequality is , x≥5.5., This means LeighAnn needs to visit no more than , 5 and 1 half, stores to get enough paint for her project. , ,
d. The solution to the inequality is x≥5.5. This means LeighAnn needs to visit at least 512 stores to get enough paint for her project.
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LeighAnn needs at least 14 gallons of paint to repaint the exterior of her home. She already has 3 g...
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