An online electronics store must sell at least $2,500 worth of printers and monitors per day. Each printer costs $125 and each monitor costs $225 and each monitors costs $125. The store can ship a maximum of 15 items per day. What is the maximum number of printers it can ship each day?

Lynne has $8.00 to spend on apples and oranges. Apples cost $0.65 each, and oranges cost $0.75 each. If there is no tax on this purchase and she buys 5 apples, what is the maximum number of whole oranges she can buy?

Ariel enters a contest to sel advertisements in ther school's yearbook. To qualify for a prize. She has to sell at least $1,500 worth of advertisements consisting of no fewer than 15 invididual ads. Each full-page ad costs $110, each half-page and costs $70, and each quarter-page ad costs %50. Which of the following systems of inequalities represents this situation, whre x is the number of full-page ads she sells, y is the number of half-page ads she sells, and z is the number of quarter-page ads she sells?

A construction company will be penalised each day for delay in construction of a bridge. The penalty will be Rs 4000 for the first day and will increase by Rs 1000 for each following day. Based on its budget, the company can afford to pay a maximum of Rs 1,65,000 towards penalty. Find the maximum number of days by which the construction of work can be delayed.

A chemist has a supply of 5.2 liter bottle of a certain solvent that must be shipped to a central warehouse. The warehouse can accept the solvent at the ate of 3 hectoliters per minute for a maximum of 8 hours per day. If hectoliter equals 100 liters, what is the maximum numer of bottles that the warehouse could receive from the chemist each day?

The final product of a firm has a requirement that it must weigh at least 150 kg. The two raw materials used in the manufacture of this product are A with a cost of Rs. 2 per unit and B with a cost of Rs. 8 per unit. Each unit of A weighs 5 kg and each unit of B weighs 10 kg. At least 14 units of B and not more than 20 units of A must be used. What quantity of raw material of each type should be used for each unit of final product so as to minimize cost? Pose the problem as an LPP and solve it by graphical method.

2 men each working 5 hour per day can finish a job in 12 days. How long will 4 men each working 2 hours per day take to finish the same job?

A manufacturer can sell 'x' items at a price of Rs (250-x) each. The cost of producing 'x' items is Rs (x^(2)-50x+12) . Determine the number of items to be sold so that he can make maximum profit.

The total cost of producing x transistor radio sets per day is (1/4x^2+35x+25) Rs and the selling price of each is (50-x/2) Rs. To obtain maximum profit the dialy output should be