Please help thank you Calculation.CheerfulnessScore (X)DepressionScore (Y)PersonXYX?- Y?1201359007293041627253247168576494202448040057652081604006418101803241007161016025610081414196196196913911716981101112132121144112320781529126.29174368411330900N = 13EX =208ΣΥ-185EXY= 2229ΣΧ-4188EY²= 3621Calculate.[ΝΣ ΧΥ -Σx) /Σ Υ]N = 13[V[NEX2 – (E X)²][N£Y² – (EY)²]]Σχ-208Ey=185Exy= 2229Ex²=4188Ey²= 3621Interpret. Describe the relationship between Cheerfulness and Depression. Construct the Scatter PlotCheerfulnessScoreConsidering both r and the scatter plot for the data above, what can youconclude about the correlation between Cheerfulness Scores andDepression Scores? State your interpretation including the strength anddirection of the relationship.Check your answers.28977-38480V[54444–43264][47073–34225]-9503-9503J[11180][12848] V143640640-950311985.01731 =-.79313(2229)–(208)(185)r =-V[13(4188)–(208)²][13(3621)–(185)²]1030CheerfulnessDepressionDepression Score

Solution: Given information: N= 13 ∑X= 208∑Y= 185∑XY=2229∑X2= 4188∑Y2= 3621

Answered: Considering both r and the scatter plot…

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter5: Inverse, Exponential, And Logarithmic Functions

Section5.6: Exponential And Logarithmic Equations

Problem 64E

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Considering both r and the scatter plot for the data above, what can you conclude about the correlation between Cheerfulness Scores and Depression Scores? State your interpretation including the strength and direction of the relationship. Check your answers.