NVM

- Jan 18th 2010, 08:43 PMmajax79[SOLVED] Use graphical methods to solve a linear programming problem
NVM

- Jan 18th 2010, 11:52 PMearboth
To a):

s := monthly salary

c := number of counselors

a := number of aides

to b):

$\displaystyle \left|\begin{array}{l}a+c \ge 30 \\

a+c \le 45 \\

a \ge 10 \\

2c \le 3a\end{array} \right.

$ Solve these inequalities vor c and draw the graphs. Determine the feasible polygon. Use the vertex which produces the lowest parallel to the line describing the salary.

and:

$\displaystyle s = 2400 \cdot c + 1100 \cdot a$

I've got 30 aides and 0 counselors would cause the lowest costs. - Jan 18th 2010, 11:54 PMearboth
- Jan 19th 2010, 12:00 AMmajax79
I've been working on this problem...oh and I masturbated too.

- Jan 19th 2010, 12:01 AMpickslides