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SUMMARY OUTPUT Regression Statistics Multiple R 0.900978002 R Square 0.811761359 Adjusted R Square 0.80636107 Standard Error 1.300567646 Observations 252 ANOVA df SS MS F Significance

SUMMARY OUTPUT
Regression Statistics
Multiple R 0.900978002
R Square 0.811761359
Adjusted R Square 0.80636107
Standard Error 1.300567646
Observations 252
ANOVA
df SS MS F Significance F
Regression 7 1779.816852 254.2595503 150.3181363 9.9968E-85
Residual 244 412.7201934 1.691476202
Total 251 2192.537046
Coefficients Standard Error t Stat P-value Lower 95% Upper 95%
Intercept 0.838224606 1.82181342 0.460104529 0.64585093 -2.750263216 4.426712428
Trend 0.023629245 0.001133382 20.84843394 0.0000 0.021396784 0.025861707
SI 0.101636214 0.006668185 15.24196001 0.0000 0.088501663 0.114770765
Dummy Variable -3.887700658 0.391448089 -9.931586753 0.0000 -4.658749266 -3.11665205
Brand H (Own brand) -0.061546842 0.003758374 -16.37592283 0.0000 -0.068949839 -0.054143845
Brand E 0.006413311 0.00304845 2.103794123 0.0364 0.000408676 0.012417946
Brand G 0.017539028 0.005121918 3.42430877 0.0007 0.007450212 0.027627843
Brand I 0.015932994 0.003704925 4.30049026 0.0000 0.008635277 0.02323071

From the summary output above, how do we interpret on the effect of increasing the price of my own rice brand? What about the effect from competitors? Which competitors are relevant and which ones are not? Why do you think your brand is affected by some competitors and not others? By using the concepts of elasticity in Microeconomics. What is your recommendation in terms of pricing strategies?

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