National Business Machines manufactures two models of fax machines: A and B. Each model A costs $125 to make, and each model B costs $150. The profits are $32 for each model A and $43 for each model B fax machine. The total number of fax machines demanded per month does not exceed 2,600 and the company has earmarked no more than $550,000/month for manufacturing costs. How many units of each model should National make each month in order to maximize its monthly profits? What is the optimal profit?
Mathematics
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Solve the problem.A mother is choosing which baby foods to serve her infant. A jar of meat has 
of protein and 32 calories. A jar of vegetables has 
of protein and 16 calories. How much of each will she need to serve to get 
of protein and 108 calories?
A. There are infinitely many such combinations. B. 1.5 jars of meat and 2 jars of vegetables C. There is no such combination. D. 2 jars of meat and 1.5 jars of vegetables
Mathematics
Find the exact value by using a half-angle identity.tan 
A. 2 + 
B. -2 + 
C. -2 - 
D. 2 - 
Mathematics
Add or subtract as indicated. Simplify if necessary.
+ 
A. 
B. 
C. 
D. 
Mathematics
Add or subtract as indicated.-2.4 + (-2.1)
A. 4.5 B. 0.3 C. -4.5 D. -0.3
Mathematics