Using the equation y = .96x + 45.55, find the predicted scores, and residuals for each time listed in the table. Time Spent Studying 52 37 31 9 26 40 22 10 45 34 19 60 Grade on Test 95 84 72 58 77 86 72 43 90 81 62 98 Predicted Scores ? ? ? ? ? ? ? ? ? ? ? ? Residuals ? ? ? ? ? ? ? ? ? ? ? ?
so what is the problem
i dont understand what it wants.
@rayne612 maybe you can explain this to her
do you understand this question?
I was doing it like how you would solve an algebraic
@alyssa_xo
I can help
Is this statistics?
Ok so the x value is the scores on the test
i figured the other way around. is it? I literally dont know
@jackmullen55
do you know what to do @theopenstudyowl
My bad you want to use the time studied as the x value
And score for y So for the first one 95 = .96(52) + 45.55 = 95.42
95.47*
Do you know what to do now?
@AJLYAMBER96
yeah sorry im here @jackmullen55 yeah i think i do for that part. can you help me on another part of the assignment?
Yeah
Create a scatter plot with the predicted line of best fit drawn on it. You may hand draw or utilize Geogebra
i dont understand this either
So you take a graph and just plot the points time spent being x and grade score being y (e.g. for the first one you would put a point at (52, 95))
what do i do with the residual, etc
The residual is not part of this problem
ok for the first question i need the predicted score and the residual. The grade is that used to find the predicted score or residual?
@jackmullen55
What?
@AJLYAMBER96
the first part. I have to answer both sections of the predicted score and the residuals. You helped me withthe predicted score right? im confused
@jackmullen55
I did. The residuals and predicted scores don't matter in the second one
95 = .96(52) + 45.55 = 95.42 <----- is this the equation for the predicted score? how do i find the residual. I know I'm still on the first part.
@jackmullen55
i need help with the residual and understanding what I need to do.
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