Given the supply function and inverse demand function, Qs = 40 + 20 P and p=10-1/10Q
respectively. Determine the equilibrium price and quantity?
40−Q20=10−110Q\frac{40-Q}{20}=10-\frac{1}{10Q}2040−Q=10−10Q1
40−Q20=10−0.1Q\frac{40-Q}{20}=10-0.1Q2040−Q=10−0.1Q
40−Q−20(10−0.1Q)20=0\frac{40-Q-20(10-0.1Q)}{20}=02040−Q−20(10−0.1Q)=0
−160+2Q20=0\frac{-160+2Q}{20}=020−160+2Q=0
Q=80
Qs=40+20PQs = 40 + 20 PQs=40+20P
80=40+20P80= 40 + 20 P80=40+20P
P=2
the equilibrium price and quantity is 2 and 80
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