Y=A(0.025k-0.5N)N
A=2\3
K=2000
N=-18+(18/5)w
5-c=200+(2/3)(y-T)-300r
6-T=-75+(1/4)Y
I=100-100r
G=100
L=0.5Y-200i
M=6300
π=0.10
What are the values of C, I, L and N
"Y=\\frac{2}{3}[(0.025\u00d72000)-0.5N]N\\\\Y=\\frac{2}{3}(50-0.5N)N\\\\Y=\\frac{100N}{3}-\\frac{1}{3}N^2"
"N=-18+\\frac{18}{5}W\\\\Y=\\frac{100}{3}(-18+\\frac{18}{3}W)-\\frac{1}{3}(-18+\\frac{18}{3})^2"
"Y=-600+120W+6-\\frac{6W}{5}\\\\Y=\\frac{594}{5}W-594"
"6-T=-75+\\frac{1}{4}Y\\\\T=6+75-\\frac{1}{4}Y\\\\T=6+75-\\frac{1}{4}(\\frac{594}{5}W-594)\\\\T=81-\\frac{594}{5}W+594\\\\T=229.5-29.7W"
"5-C=200+\\frac{2}{3}(Y-T)-300r\\\\5-C=200+\\frac{2}{3}Y-\\frac{2}{3}T-300r\\\\5-C=200+\\frac{2}{3}(\\frac{594}{5}-594)-\\frac{2}{3}T-300r\\\\C=-\\frac{396W}{5}+\\frac{2}{3}t+300r-201"
"C=-\\frac{396W}{5}+\\frac{2}{3}(2295-29.7W)+300r-201\\\\C=-99W+300r+354"
"N=-18+\\frac{18}{5}W\\\\Y=\\frac{594}{5}W-594\\\\Y-594=\\frac{594}{5}W\\\\W=\\frac{5(Y-594)}{594}\\\\N=-18+\\frac{18}{5}(\\frac{5(Y-594)}{594})\\\\N=\\frac{Y-1188}{33}"
"I=100-100r\\\\L=0.5-200i\\\\L=0.5(\\frac{594}{5}W-594)-200(100-100r)\\\\L=59.4W-297-20000+20000r\\\\L=20000r+59.4W-20297"
"I=100-100r\\\\L=20000r+59.4W-20297\\\\L-59.4W+20297=20000r\\\\r=\\frac{L}{20000}-0.00297W+\\frac{20297}{20000}\\\\I=100-100(\\frac{L}{20000}-0.00297W+\\frac{20297}{20000})"
"I=-\\frac{L}{200}+0.297W-\\frac{297}{200}"
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