Ask Question
25 June, 06:37

latisha wants to buy pumpkins and autumn squash for a fall display. she has a budget of $117 but wants to buy more than 10 vegetables. the pumpkins are $5.59 each. the squash are $3.50 each. list THREE possible combinations of pumpkins and squash that latisha can purchase to represent the situation

+2
Answers (2)
  1. 25 June, 06:40
    0
    Answer: 15 squash, 5 pumpkins; 15 squash, 10 pumpkins; 20 squash, 5 pumpkins.

    Step-by-step explanation:

    Then graph the system of inequalities: 3.5x + 5.59y (less than or equal to) 117; x + y > 10.

    The first inequality is saying the cost of x squash and y pumpkins should total no more than $117.

    The second inequality states x squash and y pumpkins should add up to more than 10.
  2. 25 June, 06:59
    0
    Oh yeah yeah

    Oh yeah Oh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeahOh yeah yeah
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