A company produces two types of cricket balls A and B.The production time of one ball of type B is double the type A(time in units ).The company has the time to produce a maximum of 2000 balls per day. The supply of raw materials is sufficient for the production of 1500 balls (both A and B) per day. The company wants to make maximum profit by making profit of Rs.3 from a ball type of A and Rs.5 from type B. Then,
By defining suitable variables write the objective function.

A company produces two types of cricket balls A and B.The production time of one ball of type B is double the type A(time in units ).The company has the time to produce a maximum of 2000 balls per day.The supply of raw materials is sufficient for the production of 1500 balls (both A and B) per day.The company wants to make maximum profit by making profit of Rs.3 from a ball type of A and Rs.5 from type B.Then, Write the constraints.

A company produces two types of cricket balls A and B.The production time of one ball of type B is double the type A(time in units ).The company has the time to produce a maximum of 2000 balls per day.The supply of raw materials is sufficient for the production of 1500 balls (both A and B) per day.The company wants to make maximum profit by making profit of Rs.3 from a ball type of A and Rs.5 from type B.Then, How many balls should be produced in each type per day in order to get maximum profit?

A bakery owner makes two types of cakes A and B.There machines are needed for this purpose.The time(in minutes) required for making each type of cakes in each machine is given below, Each machine is available for atmost 6 hours per day.Assume that all cakes will be sold out everyday.The bakery owner wants to make maximum profit per day by making Rs.7.5 from type A and Rs.5 from type B. Find the maximum profit graphically.

A bakery owner makes two types of cakes A and B. Three machines are needed for this purpose.The time (in minutes) requried for making each type of cake in each of the machines is given below: Each machine is available for atmost 6 hours per day. Assume that all cakes will be sold out every day.The bakery owner wants to make maximum profit per day by making 7.50 from type A and 5 from type B. write the object function

A bakery owner makes two types of cakes A and B. Three machines are needed for this purpose.The time (in minutes) requried for making each type of cake in each of the machines is given below: Each machine is available for atmost 6 hours per day. Assume that all cakes will be sold out every day.The bakery owner wants to make maximum profit per day by making 7.50 from type A and 5 from type B. Write the constraints

A boy throws a cricket ball with a velocity u at an angle theta with the horizontal.Name the path followed by the ball.

A manufacturer makes two types of tea cups, say A and B. Three machines are needed for the manufacturing and the time in minutes required for each cup on the machine is given below: Each machine is available for a maximum of 6 hrs per day. If the profit on each cup A is 75 paise and that on each cup B is 50 paise. If x and y denote the number of cups of ttpe A and B produced in a day respectively. What is the profit function ?

A firm produces two different products A and B . Each product has to undergo three operations before it takes the final shape. The profit per unit and time required per unit of each product in each operation is tabulated below: To formulate a linear programming problem write Cutting constraints.