Answer:
Explanation:
Q = \sum_{i=1}^{10}q_i \\ = q_1+q_2+q_3+...+q_{10} \\ = (\frac{101-P}{10})_1 + (\frac{101-P}{10})_2 + (\frac{101-P}{10})_3 + … + (\frac{101-P}{10})_{10} \\ = (10.1 -0.1P)_1 + (10.1 -0.1P)_2 + (10.1 -0.1P)_3 + … + (10.1 -0.1P)_{10} \\ = 10 \times (10.1 -0.1P) \\ = 101 -P \\ P = 101 - QQ=∑
i=1
10
q
i
=q
1
+q
2
+q
3
+...+q
10
=(
10
101−P
)
1
+(
10
101−P
)
2
+(
10
101−P
)
3
+…+(
10
101−P
)
10
=(10.1−0.1P)
1
+(10.1−0.1P)
2
+(10.1−0.1P)
3
+…+(10.1−0.1P)
10
=10×(10.1−0.1P)
=101−P
P=101−Q
This is the market demand curve for lemonade.
Given the individual demand curve and market demand curve, the graphs will be as follows:
The market demand curve is flatter than the individual demand curve.
Given the price of one cup of lemonade, the individual demand is calculated as follows:
