Question

A bakery is making whole-wheat bread and apple bran muffins. For each batch of break they make $35 profit. For each batch of muffins, they make $10 profit. The break takes 4 hours to prepare and 1 hour to back. The muffins take 0.5 hours to prepare and 0.5 hours to bake. The maximum preparation time available is 16 hours. The maximum bake time available is 10 hours. Let x = # of the batches of bread and y = # of batches of muffins. What constraints can be used to find the number of batches of bread and muffins that should be made to maximize profits?
4x +y ≤16, 0.5x + 0.5y ≤10, x≥0, y≥04x +y ≤16, 0.5x + 0.5y ≤10, x≥0, y≥0

4x+.5y≤16, x + .5y ≤ 10, x≥0, y≥04x+.5y≤16, x + .5y ≤ 10, x≥0, y≥0

4x + .5y ≤35, x + .5y≤10, x≥0, y≥04x + .5y ≤35, x + .5y≤10, x≥0, y≥0

4x + .5y ≤10, x+.5y ≤16, x≥0, y≥0

Answer 1

Answer:

Graph the linear equation.

Step-by-step explanation: