Question

In: Economics

Quantity of Chicken demanded (Qd) Price of chicken (Pc) Income (I) Price of Juice (Pj) Advertising...

Quantity of Chicken demanded (Qd)

Price of chicken (Pc)

Income (I)

Price of Juice (Pj)

Advertising

(Ad)

Price of beef

(Pb)

4427.8

42.2

13500

65.8

78.3

20.7

4429.9

38.1

13413.3

66.9

79.2

22

4429.8

40.3

13439.2

67.8

79.2

24

4430.8

39.5

13459.7

69.6

79.2

25.3

4431.2

37.3

13492.9

68.7

77.4

24.7

4433.3

38.1

13528.6

73.6

80.2

23.7

4435.6

39.3

13560.3

76.3

80.4

29.8

4436.4

37.8

13624.6

77.2

83.9

25.9

4436.7

38.4

13666.4

78.1

85.5

24.5

4438.4

40.1

13717.8

84.7

93.7

20

4440.4

38.6

13768.2

93.3

106.1

23.2

4440.3

39.8

13843.3

89.7

104.8

27.8

14441.8

39.7

13911.6

100.7

114

39.1

4440.4

52.1

13931.1

113.5

124.1

35.4

4440.7

48.9

14021.5

115.3

127.6

34.2

4440.1

58.3

14165.9

136.7

142.9

43.5

4442.7

57.9

14349.6

139.2

143.6

49.9

4444.1

56.5

14449.4

132

139.2

47.6

4446.7

63.7

14575.5

132.1

165.5

40.9

4450.6

61.6

14759.1

154.4

203.3

49.8

4450.1

58.9

14994.2

174.9

219.6

48

4451.7

66.4

14258.1

180.8

221.6

41

4452.9

70.4

14478.7

189.4

232.6

48.2

4452.8

70.3

14478.6

189.3

232.5

48.1

  1. Write your regression equation i.e. demand function
  2. Enter data provided into excel or statplus as per instructions attached and run your regression / derive your coefficient estimates

Solutions

Expert Solution

Excel Regression summary output as follows.

SUMMARY OUTPUT
Regression Statistics
Multiple R 0.6421
R Square 0.4123
Adjusted R Square 0.2490
Standard Error 1769.1992
Observations 24
ANOVA
df SS MS F Significance F
Regression 5 39525176.4288 7905035.29 2.5255 0.0670
Residual 18 56341184.7246 3130065.82
Total 23 95866361.1533
Coefficients Standard Error t Stat P-value Lower 95% Upper 95%
Intercept 55900.0503 31402.8248 1.7801 0.0919 -10074.8365 121874.9370
Pc -288.8599 106.1300 -2.7218 0.0140 -511.8308 -65.8891
I -3.6506 2.4439 -1.4938 0.1526 -8.7850 1.4838
Pj -41.8764 70.3805 -0.5950 0.5593 -189.7403 105.9876
Ad 63.5638 47.9288 1.3262 0.2014 -37.1309 164.2586
Pb 310.3395 110.6152 2.8056 0.0117 77.9456 542.7334

Estimated Regression equation:

Qd = 55,900.0503 - 288.8599 x Pc - 3.6506 x I - 41.8764 x Pj + 63.5638 x Ad + 310.3395 x Pb


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