Use the following data to answer the questions below.
P | Q |
$13.75 | 125 |
$13.20 | 129 |
$12.10 | 137 |
$11.55 | 145 |
$11.41 | 149 |
1.Use your first demand function to determine an equation for TR and MR as functions of Q. What is total revenue when P=$13.75 and whenP=$11.83?
Select one:
a. AtP=$13.75, TR=$1,699; at P=$11.83, TR=$1,689.
b. AtP=$13.75, TR=$1.189; at P=$11.83, TR=−$2.337.
c. At P=$13.75, TR=$1,435; at P=$11.83, TR=$1,388.
d. At P=$13.75, TR=$7,543; at P=$11.83, TR=$8,014.
2.What is the total-revenue maximizing price and quantity, and how much revenue is earned there?
Select one:
a. P∗=$13.00,Q∗=131, TR∗=$1,703
b. P∗=$11.87, Q∗=141, TR∗=$1,983
c. P∗=$12.15, Q∗=134, TR∗=$1,576
d. P∗=$13.49, Q∗=127, TR∗=$1,700
1. Option a
Using trendline in excel we can get the equation for Price and demand as Q=-9.701P+257.3
Q= -9.701P + 257.3
TR = P*Q =P*( -9.701P + 257.3) = -9.701P^2 + 257.3P
MR = -19.402P+257.3
TR = -9.701*13.75^2 + 257.3*13.75 = 1703
TR = -9.701*11.83^2 + 257.3*11.83 = 1686
2. Option a
P |
Q |
TR |
13 |
131.2 |
1705.4 |
11.87 |
142.1 |
1687.3 |
12.15 |
139.4 |
1694.1 |
13.49 |
126.4 |
1705.6 |
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