I need help with the two questions in bold at the bottom.  Thanks! Movie Twitter Activity Receipts The Devil Inside 219509 14763 The Dictator 6405 5796 Paranormal Activity 3 165128 15829 The Hunger Games 579288 36871 Bridesmaids 6564 8995 Red Tails 11104 7477 Act of Valor 9152 8054 What is the independent variable (X) and what is the dependent variable (y) Write a null and alternative hypothesis statement What is the R-squared value and interpret it’s meaning? What is the correlation coefficient and interpret it’s meaning? Predict the receipts for a movie that has a Twitter activity of 100,000 using the linear regression formula generated after you run the regression analysis in Excel (just like we did in the lecture notes)At the 95% significance level, is there significant evidence of a relationship between Twitter activity and receipts? Do you accept or reject the null hypothesis? Based upon your answers above, provide us with a paragraph (3-4 sentence) conclusion that would be appropriate to explain the results to a senior executive that isn’t as familiar with statistics as you are!

MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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I need help with the two questions in bold at the bottom.  Thanks!

Movie

Twitter Activity

Receipts

The Devil Inside

219509

14763

The Dictator

6405

5796

Paranormal Activity 3

165128

15829

The Hunger Games

579288

36871

Bridesmaids

6564

8995

Red Tails

11104

7477

Act of Valor

9152

8054

What is the independent variable (X) and what is the dependent variable (y)

Write a null and alternative hypothesis statement

What is the R-squared value and interpret it’s meaning?

What is the correlation coefficient and interpret it’s meaning?

Predict the receipts for a movie that has a Twitter activity of 100,000 using the linear regression formula generated after you run the regression analysis in Excel (just like we did in the lecture notes)

At the 95% significance level, is there significant evidence of a relationship between Twitter activity and receipts?

Do you accept or reject the null hypothesis?

Based upon your answers above, provide us with a paragraph (3-4 sentence) conclusion that would be appropriate to explain the results to a senior executive that isn’t as familiar with statistics as you are!

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