National Business Machines Corporation manufactures two models of fax machines: A and B. Each model A costs $150 to make, and each model B costs $105. The profits are $45 for each model A and $30 for each model B fax machine. If the total number of fax machines demanded each month does not exceed 2,500 and the company has earmarked no more than $600,000/month for manufacturing costs, find how many units of each model National should make each month in order to maximize its monthly profits. What is the largest monthly profit the company can make?
a. 0 units of model A, 2,500 units of model B; $225,000
b. 2,500 units of model A, 0 units of model B; $112,500
c. 1,250 units of model A, 1,250 units of model B; $225,000
d. 0 units of model A, 2,500 units of model B; $75,000
b. 2,500 units of model A, 0 units of model B; $112,500
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Find the simple interest and the future value of the simple interest loan. Round to the nearest cent.Loan amount of $45,964 borrowed at an annual percentage rate of 3.4% for 20 months
A. $2626.51; $48,590.51 B. $2734.86; $48,698.86 C. $2604.63; $48,568.63 D. $2474.40; $48,438.40
Solve.A company experiences a -7.5% change in profit from the previous year. If the profit for the previous year was $5.7 million., what is this year's profit?
A. $0.4275 million B. $5.2725 million C. $6.1275 million D. $1.425 million
Find the midpoint of the line segment joining the points P1 and P2.P1 = (5, 5); P2 = (9, 7)
A. (6, 7) B. (14, 12) C. (-4, -2) D. (7, 6)
Add.
A. 3,760,313 B. 4,761,313 C. 4,760,313 D. 4,750,313