Polkadots is a small company that makes two types of cards, type X and type Y. With the available labour and material, the company can make not more than 150 cards of type X and not more than 120 cards of type Y per week. Altogether they cannot make more than 200 cards per week. There is an order for at least 40 type X cards and 10 type Y cards per week. Polkadots makes a profit of R 5 for each type X card sold and R10 for each type Y card.
Did you already look at Khan Academy video on this? If not, please do so.
Let the number of type X cards be x and the number of type Y cards be y, manufactured per week. One of the constraint inequalities which represents the restrictions above is . Write the other constraint inequalities. Represent the constraints graphically and shade the feasible region. Write the equation that represents the profit P (the objective function), in terms of x and y. On your graph, draw a straight line which will help you to determine how many of each type must be made weekly to produce the maximum P Calculate the maximum weekly profit.
@Hero Bro,hope you wont mind helping me out here,
I would help you but it's 3:21 am where I am.
I'm practically brain dead.
gosh..sorry how much tym wil it take to make me understand it ?
With the right person, you would understand it in 10 minutes or less. By yourself....hours
Days even
okay i really will appreciate if you wont mind giving me only your 10 mins please
Well, it's not that simple. I'd have to set up a whole online classroom to do it. I'm not about to do that at 3 am. Maybe tomorrow.
You must be in Austrailia
yes i am
Only students from Australia come on here at 3 am asking for help.
listen i am making the whole problm here wait 3 mins.
n the vedio is'nt available on Khan aca.
Just start pinging people .
Start with some of the other green members.
@scotth
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