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bija089 [108]
2 years ago
14

In a survey of a group of people, it was found that 60 0f them have

Business
1 answer:
GalinKa [24]2 years ago
3 0

Answer:

i) 15  ii) 177

Explanation:

Number of people with business = 60

Number of people with farming = 125

Number of people with government jobs = 45

Number of people with business only = 27

Number of people with government jobs only = 15

10 have business and government  job only, 5 have government job and farming only.

i) Let x represent the number of people with all three jobs. Hence:

Number of people with government jobs = number of people with all three jobs + number of people with government and farming job + number of people with government and business + number of people with government job only

45 = x + 10 + 5 + 15

45 = x + 30

x = 15

15 people have all three profession.

ii)

Number of people with business jobs = number of people with all three jobs + number of people with business and farming job + number of people with government and business + number of people with business job only

60 = 15 + number of people with business and farming job + 10 + 27

number of people with business and farming job = 60 - 52 = 8

Number of people with farming jobs = number of people with all three jobs + number of people with business and farming job + number of people with government and farming + number of people with farming job only

125 = 15 + 8 + 5 + number of people with farming job only

number of people with farming job only = 125 - 28 = 97

Number of people surveyed = number of people with all three jobs + number of people with business and farming job + number of people with government and farming + number of people with farming job only +  number of people with government and business + number of people with business job only + number of people with government job only

Number of people surveyed = 15 + 8 + 5 + 97 + 10 + 27 + 15

Number of people surveyed = 177

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Explanation:

a) Data and Calculations:

Variable   Fixed   Output     Marginal Physical     Total      Total    Marginal

Input         Input                  Product  of Variable    fixed  variable    Cost

                                              input                         cost        cost

0                 1             0                                           $500        $0

1                  1            10               (A)                       $500      $200         (F)

2                 1           25               (B)                       $500        400          (G)

3                 1           45               (C)                       $500        600          (H)

4                 1           60               (D)                       $500        800           (I)

5                 1           70               (E)                       $500       1000           (J)

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Average total cost of producing 60 units of output = $21.67 ($1,300/60)

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