This video isn't even supposed to teach simplex, but this explanation of simplex makes more sense than all the sources I've referred so far. It's literally a godsend.
Here is a problem that deserves an expert like you Togan Company manufactures two styles of toy wagons. The weekly profit (which takes into account all revenues and costs including changing production from one style to the other) is: P(X1, X2) = -0.01X1 ^2- 0.02X2^2 - 0.01X1X2 + 30X1 + 50X2 It takes 0.20 hours to make one unit of wagon 1 and 0.25 hours to make a unit of wagon 2. (i) Given no restriction on the number of production hours, determine the optimal weekly production mix. What is the optimal weekly profit? (ii) Suppose Togan has 400 man-hours available weekly. What is the optimal product mix and the optimal profit if all 400 hours are to be used weekly? Your help is highly appreciated
This video isn't even supposed to teach simplex, but this explanation of simplex makes more sense than all the sources I've referred so far. It's literally a godsend.
Great explanation, cleared all concepts.
Only zoom in & zoom out of camera disturbed.
Sir from which book are you teaching? Which book should i refer?
The camera guy should be fired.
sahi bole
well done
Here is a problem that deserves an expert like you
Togan Company manufactures two styles of toy wagons. The weekly profit
(which takes into account all revenues and costs including changing
production from one style to the other) is:
P(X1, X2) = -0.01X1
^2- 0.02X2^2 - 0.01X1X2 + 30X1 + 50X2
It takes 0.20 hours to make one unit of wagon 1 and 0.25 hours to make a unit
of wagon 2.
(i) Given no restriction on the number of production hours, determine the
optimal weekly production mix. What is the optimal weekly profit?
(ii) Suppose Togan has 400 man-hours available weekly. What is the
optimal product mix and the optimal profit if all 400 hours are to be
used weekly?
Your help is highly appreciated
Damn the zoom in and out, not needed at all!!
sorry sir u not explain bales and wolfe s method of lpp