A company makes two models of televisions. Model A requires 3 hours to make and $\$ 125$ in materials and yields a profit of $\$ 175$. Model B requires 7 hours to make and $\$ 200$ in materials and yields a profit of $\$ 350$. There are 1010 hours and $\$ 34750$ available per week to make the televisions. How many of each television model must be made each month in order to maximize profit?

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The Answer of A company makes two models of televisions. Model A requires 3 hours to make and $\$ 125$ in materials and yields a profit of $\$ 175$. Model B requires 7 hours to make and $\$ 200$ in materials and yields a profit of $\$ 350$. There are 1010 hours and $\$ 34750$ available per week to make the televisions. How many of each television model must be made each month in order to maximize profit?

A Company Makes Two Models of Televisions $125\$ 125$125 In Materials and Yields a Profit Of

A Company Makes Two Models of Televisions $\$ 125$ In Materials and Yields a Profit Of