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Statistics for Business Decisions Assignment

Construct frequency distribution, cumulative frequency distribution, relative frequency distribution, cumulative relative frequency distribution, and percent frequency distribution for given data set. Construct a histogram and analyze the shape of the distribution. Determine sample size and perform regression analysis.

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Added on  2023-06-03

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This article discusses ANOVA table test and regression analysis for a company's sales data. It provides advice to the company based on the analysis and suggests the best program to choose. The article also includes a regression equation and interpretation of slope coefficient.

Statistics for Business Decisions Assignment

Construct frequency distribution, cumulative frequency distribution, relative frequency distribution, cumulative relative frequency distribution, and percent frequency distribution for given data set. Construct a histogram and analyze the shape of the distribution. Determine sample size and perform regression analysis.

   Added on 2023-06-03

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Statistics For Business Decisions
Statistics for Business Decision Assignment
Student’s Name
Institution Affiliation
Statistics for Business Decisions Assignment_1
Statistics For Business Decisions
Question Three
Data: Record of Outputs of Four Program test by Allied Corporation
Program A Program B Program C Program D
150 150 185 175
130 120 220 150
120 135 190 120
180 160 180 130
145 110 175 175
a. ANOVA Table test the difference between mean output of the four programs
It was constructed using Microsoft Excel.
Anova: Single Factor
SUMMARY
Groups Count Sum Average Variance
Program A 5 725 145 525
Program B 5 675 135 425
Program C 5 950 190 312.5
Program D 5 750 150 637.5
ANOVA
Source of Variation SS df MS F P-value F crit
Between Groups 8750 3 2916.666667 6.14035
1
0.0055
7
3.23887
2
Within Groups 7600 16 475
Total 16350 19
Statistics for Business Decisions Assignment_2
Statistics For Business Decisions
b. Advice to Allied Corporation
P-value, 0.00557 is less than 0.05, implying that there's significant difference between mean
outputs of different Programs (Ruppert, 2014). These differences make the comparison of the
output of the four Programs simple and easier. Also, from table of summary, it clear that means
of output of the programs are different. Therefore Allied can select the program with higher
mean output which is associated with small Variance. Small Variance is an indicator of low
variation (risk) of the outputs. Allied should choose Program C, as its mean output is the highest
and has the smallest variance among the four programs
Question Four
Data: A company record of weekly Sales for its product ( Y ) the unit price of the
competitor's product (X1), and advertising expenditures ( X2)
Week Sales of Product Y Price of Competitor Product
X1
Advertising Expenditures
X2
1 20 0.33 5
2 14 0.25 2
3 22 0.44 7
4 21 0.4 9
5 16 0.35 4
6 19 0.39 8
7 15 0.29 9
Statistics for Business Decisions Assignment_3

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