For the following questions, refer to the below research scenario.A researcher wanted to investigate the relationship between two musicians and the types of music that they play on audience applause. They had two different musicians, Erica and Susan, play 13 pieces of music for two different styles of music, a classical symphony and a hard rock song for a total of 52 performances across both musicians and music genres. The volume (in decibels) after each of the performances was measured.Below are the means for each condition:Classical musicMeanErica6.77Susan9.54Overall classical music8.15Hard Rock Erica5.92Susan6.23Overall hard rock6.08Musicians Erica overall6.35Susan overall7.88Note: "overall" refers to the total for each condition, use these when describing your main effects. For the following summary table, complete the table based on the information provided. Subsequent questions will refer back to data in this table. Remember to round to two decimal places. Incorrect rounding will be marked as wrong.SourceSum of SquaresdfMSFp eta2Musician171 p .05 Song151 p .05 Musician x Song41 p .05 Error7948 Total11551

Answered: For the following questions, refer to…

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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For the following questions, refer to the below research scenario.

A researcher wanted to investigate the relationship between two musicians and the types of music that they play on audience applause. They had two different musicians, Erica and Susan, play 13 pieces of music for two different styles of music, a classical symphony and a hard rock song for a total of 52 performances across both musicians and music genres. The volume (in decibels) after each of the performances was measured.

Below are the means for each condition:

Classical music	Mean
Erica	6.77
Susan	9.54
Overall classical music	8.15
Hard Rock
Erica	5.92
Susan	6.23
Overall hard rock	6.08
Musicians
Erica overall	6.35
Susan overall	7.88

Note: "overall" refers to the total for each condition, use these when describing your main effects.

For the following summary table, complete the table based on the information provided. Subsequent questions will refer back to data in this table. Remember to round to two decimal places. Incorrect rounding will be marked as wrong.