In: Economics
1.1. Fill in the blanks in the following table using Excel formulas:
Q |
P |
TR |
TFC |
TVC |
AVC |
TC |
AC |
π |
MR |
MC |
Mπ |
0 |
311,250 |
0.00 |
|||||||||
10,000 |
47.5 |
475000 |
311250 |
120000 |
12.00 |
431250 |
43.13 |
47.5 |
43.125 |
||
20,000 |
45 |
9000000 |
311250 |
230000 |
11.50 |
541250 |
27.06 |
42.5 |
11 |
||
30,000 |
42.5 |
1275000 |
311250 |
380100 |
12.67 |
691350 |
23.05 |
37.5 |
15 |
||
40,000 |
40 |
1600000 |
311250 |
570000 |
14.25 |
881250 |
22.03 |
32.5 |
19 |
||
50,000 |
37.5 |
1875000 |
311250 |
800000 |
16.00 |
1111250 |
22.23 |
27.5 |
23 |
||
60,000 |
35 |
2100000 |
311250 |
1069800 |
17.83 |
1381050 |
23.02 |
22.5 |
27 |
||
70,000 |
32.5 |
2275000 |
311250 |
1379700 |
19.71 |
1690950 |
24.16 |
17.5 |
31 |
P=50-0.00025Q.
1.2. Construct line charts for the Average Cost (AC), Average Variable Cost (AVC), Marginal Cost (MC), Marginal Revenue (MR) and Average Revenue (AR) on a Cartesian coordinate system.
Q | P | TR | TFC | TVC | AVC | TC | AC | π | MR | MC | Mπ |
0 | 311250 | 0 | 311250 | -311250 | |||||||
10,000 | 47.5 | 475000 | 311250 | 120000 | 12 | 431250 | 43.13 | 43750 | 47.5 | 43.125 | 4.375 |
20,000 | 45 | 9000000 | 311250 | 230000 | 11.5 | 541250 | 27.06 | 358750 | 42.5 | 11 | 31.5 |
30,000 | 42.5 | 1275000 | 311250 | 380100 | 12.67 | 691350 | 23.05 | 583650 | 37.5 | 15 | 22.5 |
40,000 | 40 | 1600000 | 311250 | 570000 | 14.25 | 881250 | 22.03 | 718750 | 32.5 | 19 | 13.5 |
50,000 | 37.5 | 1875000 | 311250 | 800000 | 16 | 1111250 | 22.23 | 763750 | 27.5 | 23 | 4.5 |
60,000 | 35 | 2100000 | 311250 | 1069800 | 17.83 | 1381050 | 23.02 | 718950 | 22.5 | 27 | -4.5 |
70,000 | 32.5 | 2275000 | 311250 | 1379700 | 19.71 | 1690950 | 24.16 | 584050 | 17.5 | 31 | -13.5 |
1. Profit, π = TR - TC i.e. it is difference between total
revenue and total cost.
2. Marginal profit, Mπ = MR - MC.
The profit maximizing level of output is 50000.
Below are excel formulae-
Below are the relevant curves -