Help with one quick question please? #Medal+Fan
sure, whats ur question?
Graph the system of constraints. Name all vertices. Then find the values of x and y that maximize or minimize the objective function. Find the maximum or minimum value.
Maximum **
:e im not good at this stuff im sowwie
@hartnn Tried using desmos to graph but It won't work for this Equation..
what do you think it is?
The online graphing calculator Desmos doesn't support the first line of the equation so Im not sure.
wait
try separating it into 2 equations \(x+y \le 13 \\ x+y \ge 6\)
do we have x>=0 and y>=0 also?
lol @LetsLearn2000 You got that pic from google XD
Okay I'm about to try @hartnn
@hartnn Here it is. Do you think I would get the same solution though by doing that?
yes, you'd get a same solution
Ok, can you take me through it now that I have the graph just to assure I get this correct.
ok, what are the 4 intersection points of the feasible region?
(5,1) (3,3) (3,10) (12,1)
correct! now plug each of them in P = 4x+3y
like 3,3 P = 4(3) + 3(3) = 12 + 9 = 21
Okay, then what ever plots result in having the highest number is the maximum.. correct?
and I would put those plots I listed as my "vertices" correct?
yes and yes :)
Ok thanks so much! :)
welcome ^_^
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