Use the relation MPK (K, L) MPL(K, L) a) Jerseys b) Caps c) Scarves d) Shorts. r W to determine if production is optimal. If you conclude that production is not optimal then argue how the input levels should be adjusted for each of the four items:

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Problem 3:
Your firm produces fan merchandise for a football team. You want to assess if the four
items manufactured-jerseys', 'caps', 'scarves' and 'shorts' are being produced optimally.
In order to do this you increase each of the inputs (capital and labor) by one unit at a time
and record the change in output from the current level for jerseys' and 'caps' while you
decrease the inputs by one unit at a time and record the change in output from the current
level for 'scarves' and 'shorts'.
Currently, w = $25 and r = $40. The following tables record the different input and
output levels. Use the values in the tables to arrive at your conclusions about the four
production processes.
Table 1: Output and Input levels: Production of Jerseys
Output Level (q;)| Labor Units (L₁) | Capital Units (K;)
45
102
46
102
45
103
3241
3250
3258
Table 2: Output and Input levels: Production of Caps
Output Level (qc) Labor Units (Le) Capital Units (Kc)
2354
2362
2360
1059
1054
1051
38
39
38
Table 3: Output and Input levels: Production of Scarves
Output Level (dsc) | Labor Units (Lsc) | Capital Units (Ksc)
27
65
26
65
27
64
||77 77 78
538
521
514
Table 4: Output and Input levels: Production of Shorts
Output Level (qsh) | Labor Units (Lsh) Capital Units (Ksh)
31
29
30
29
31
28
Transcribed Image Text:Problem 3: Your firm produces fan merchandise for a football team. You want to assess if the four items manufactured-jerseys', 'caps', 'scarves' and 'shorts' are being produced optimally. In order to do this you increase each of the inputs (capital and labor) by one unit at a time and record the change in output from the current level for jerseys' and 'caps' while you decrease the inputs by one unit at a time and record the change in output from the current level for 'scarves' and 'shorts'. Currently, w = $25 and r = $40. The following tables record the different input and output levels. Use the values in the tables to arrive at your conclusions about the four production processes. Table 1: Output and Input levels: Production of Jerseys Output Level (q;)| Labor Units (L₁) | Capital Units (K;) 45 102 46 102 45 103 3241 3250 3258 Table 2: Output and Input levels: Production of Caps Output Level (qc) Labor Units (Le) Capital Units (Kc) 2354 2362 2360 1059 1054 1051 38 39 38 Table 3: Output and Input levels: Production of Scarves Output Level (dsc) | Labor Units (Lsc) | Capital Units (Ksc) 27 65 26 65 27 64 ||77 77 78 538 521 514 Table 4: Output and Input levels: Production of Shorts Output Level (qsh) | Labor Units (Lsh) Capital Units (Ksh) 31 29 30 29 31 28
Use the relation
MPK (K, L)
MPL(K, L)
a) Jerseys
b) Caps
c) Scarves
d) Shorts.
r
W
to determine if production is optimal. If you conclude that production is not optimal then
argue how the input levels should be adjusted for each of the four items:
Transcribed Image Text:Use the relation MPK (K, L) MPL(K, L) a) Jerseys b) Caps c) Scarves d) Shorts. r W to determine if production is optimal. If you conclude that production is not optimal then argue how the input levels should be adjusted for each of the four items:
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