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A company sells two different products P...

A company sells two different products P1 and P2. The company makes profits of 40 and company makes profits of 30 per unit on products P1 and P2 respectively. The two products are produced in a p, and 2 common markets. The production pro ours. It takes 3 hours to produce one unit of P1 and 1 hour on production process and are sold in two different cess has a capacity of 30000 men hours. I to produce one unit of P2 The market has been surveyed and company officials feel that the maximum number of units of P, that can be sold is 8000 and the maximum number that of P is 12000 units. Formulate the above problem and solve

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A company sells two different products P_(1) and P_(2) The company makes profits of Rs 40 and Rs 30 per unit on product P_(1) and P_(2) respectively. the two products are produced in a common production process and are sold in two different markets the production process has a capacity of 30000 men hours it takes 3 hours to produces one unit of P_(1) and 1 hour to produce one unit of P_(2) the market has been surveyed and company officals feels that the maximum number of P_(1) that can be sold is 8000 and maximum number that of P_(2) is 12000 units. formulate the above problem and solve it by graphical method

A company sells two different products A and B. The two products are produced in a common production process and are sold in two different markets. The production process has a total capacity of 45000 man-hours. It takes 5 hours to produce a unit of A and 3 hours to produce a unit of B. The market has been surveyed and company officials feel that the maximum number of units of A that can be sold is 7000 ad that of B is 10,000. If the profit is Rs. 60 per unit for the product A and Rs. 40 per unit for the product B, how many units of each product should be sold to maximize profit? Formulate the problem as LPP.

A company sells two different products A and B. The two products are produced in a common production process and are sold in two different markets. The production process has a total capacity of 45000 man-hours. It takes 5 hours to produce a unit of A and 3 hours to produce a unit of B. The market has been surveyed and company officials feel that the maximum number of units of A that can be sold is 7000 ad that of B is 10,000. If the profit is Rs. 60 per unit for the product A and Rs. 40 per unit for the product B, how many units of each product should be sold to maximize profit? Formulate the problem as LPP.

A company sells two different products, A and B. The two products are produced in a common production process, which has a total capacity of 500 man-hours. It takes 5 hours to produce a unit of A and 3 hours to produce a unit of B. The market has been surveyed and company officials feel that the maximum number of units of A that can be sold is 70 and that, for B is 125. If the profit is Rs. 20 per unit for the product A and Rs. 15 per unit for the product B, how many units of each product should be sold to maximize profit?

A company sells two different products A and B. the two products are produced in a common production proce is which has a total capacity of 500 hours ofusing man power. It takes 5 hours to produce a unit of A and 3 hours to produce a unit of B. The demand in the market shows that the maximum number of units of a that can be sold is 70 and that of B is 125. Profit on each of unit a is 20 Rs and on B is 125. How many units of A and B should be produced to to maximise the profit.

A company sells two different products A and B. The two products in a common production process which has a total capacity of 500 man hours. It takes 5 hours to produce a unit of A and 3 hours to produce to unti of B. the demand in the market shows that the maximum number of unit of A that can be sold is 70 that for B is 125. Profit on each unit of A is Rs.20 and that on B is Rs.15. How many units of A and B should be produced to maximize the profit? solve it graphically.

If the production cost of each of product P_(2) is Rs. 430 , then wha is the total production cost of P_(2) ?