A Man has 1500 to purchase rice and wheat. A bag of rice and a bag of wheat cost 180 and 120 respectively. He has a storage capacity of 10 bags only. He earns a profit or 11 and 8 per bag of rice and wheat respectively. How many bags of each must he buy to make maximum profit?

A man has Rs 1500 to purchase rice and wheat. A bag of rice and a bag of wheat cost Rs 180 and Rs 120 respectively he has a storage capacity of 10 bags only . he earns a profit of Rs 11 and Rs 8 per bag of rice and wheat respectively. how many bags of each must he buy to makes maximum profit

A man has ₹1,500 for the purchase of Rice and Wheat.A bag of rice and a bag of wheat costs ₹ 180 and ₹ 120 respectively.He has storage capacity of 10 bags only.He earns a profit of ₹ 11 and ₹ 9 per bag of Rice and Wheat respectively.Formulate the problem as an LPP to find the number of bags of each type he should buy to maximize the profit and solve it graphically.

A man has Rs 1500 for the manufacture of rice and wheat. A bag of rice and a bag of wheat costs Rs 180 and Rs 120 respectively. He has storage capacity of 10 bags only. He earns a profit of Rs 11 and Rs 9 per bag of rice and wheat respectively. Formulate the problem as an LPP to find the number of bags of each type he should buy to maximize the profit and solve it graphiclly.

Manu has Rs.36000 for purchases of rice and wheat cost Rs.180 and Rs.120 respectively.He has storage capacity for 250 bags only.He earns a profit of Rs.11 and Rs.9 per bag of rice and wheat respectively.Slove the LPP.

Manu has Rs. 36,000 for purchaes of rice and wheat. A bag of rice and a bag of wheat cost Rs 180 and Rs 120 respectively. He has a storage capacity for 250 bages only. He ears a profit of Rs 11 and Rs. 9 per bag of rice and wheat respectively. (i) formulate an LPP to maximise the profit (ii) Solve the LPP.

Manu has Rs.36000 for purchases of rice and wheat cost Rs.180 and Rs.120 respectively.He has storage capacity for 250 bags only.He earns a profit of Rs.11 and Rs.9 per bag of rice and wheat respectively.(i) Formulate an LPP to maximize the profit.

A manufacturer produces two types of steel trunks. He has tow machines A and B. For completing, the first types of the trunk requires 3 hours on machine A and 3 hours on machine B, whereas the second type of the trunk requires 3 hours on machine A and 2 hours on machine B. Machines A and B can work at most for 18 hours and 15 hours per day respectively. He earns a profit of Rs. 30 and Rs. 25 per trunk of the first type and the second respectively. How many trunks of each type must he make each day to makes maximum profit?

A manufacture produceds two types of steel trunks. He has two machines, A and B. The first type of book case requires 3 hours on machine A and 3 hours on machine B for completion whereas the second type required 3 hours on machine A and 2 hours n machine B. Machines A and B can work at most for 18 hours and 15 hours per day respectively. He earns a profit of Rs.30 and Rs.25 per trunk of the first type and second type respectively. How many trunks of each type must he make each day to make the maximum profit?

A boy buys oranges at the rate of 3 for Rs. 2 and sells them at a rupee each. How many oranges must he sell to make a profit of Rs 10?

A trader purchases 4 bags of rice and 10 bags of wheat for Rs. 3600. He sells rice at 10% gain and wheat at 2% loss and thus he gained Rs. 120. Find the C.P. of one bag of rice and one bag of wheat.