Question

--={ Medal and Fan for Help! }=--

Answer 1

A manufacturer produces two types of barbecue grills. Old smokey and Blaze Away. Production of the grills requires the use of two machines, A and B. The number of hours needed on both are indicated in the table below.


If each machine can be used 24 hours a day, and profits on the old smokey and blaze away models are $4 ad $6 respectively, how many of each type of grill should be made per day to obtain maximum profit?

A) 6 units of Old Smokey and 4 units of Blaze Away
B) 6 units of OLd smokey and 8 units of blaze away
C)4 Units of each type
#)2 Units of Old Smokey and 8 units of blaze away
E) None of these

Answer 2

@dan815 @ganeshie8 @Michele_Laino

Answer 3

the fourht answer choice is supposed to say "D" xD

Answer 4

Anyone at least know how to set up the equation? :/

Answer 5

I'm sorry, I don't know how to set up your equation

Answer 6

we have to maximize this quantity:
\[4x + 6y\]
where \(x\) is the number of old smokey, and \(y\) is the number of blaze away

Answer 7

Ok

Answer 8

@triciaal