Respuesta :
Answer:
ŷ = 0.0035X + 1.0030
Explanation:
Given the data :
Student A B C D E F G H I J K L M
SAT Score: 421 375 585 693 608 392 418 484 725 506 613 706 366
GPA: 2.93 2.87 3.03 3.42 3.66 2.91 2.12 2.50 3.24 1.97 2.73 3.88 1.58
We can obtain the Least square regression calculator, we can obtain the least square regression equation in the Format :
y = mx + c
Where ; m = gradient / slope
x = predictor variable ; c = intercept
y = Independent variable.
The model equation produced by the calculator is :
ŷ = 0.0035X + 1.0030
y predicted variable ; x = explanatory variable
0.0035 = slope or gradient ; 1.0030 = intercept
- The Correct Answer is: ŷ = 0.0035X + 1.0030
- Given the data that is:
- Then Student is A B C D E F G H I J K L M
sat score is
- 421 375 585 693 608 392 418 484 725 506 613 706 366
GPA :
- That is 2.93 2.87 3.03 3.42 3.66 2.91 2.12 2.50 3.24 1.97 2.73 3.88 1.58
- Then We can obtain the Least square regression calculator, we can obtain the least square regression equation in the Format is :
- Then y = mx + c
- Where; m = gradient / slope
- Then x is = predictor variable ; c = intercept
- y is = Independent variable.
- After that The model equation produced by the calculator is :
- Then ŷ is = 0.0035X + 1.0030
- Now y predicted variable; x is = explanatory variable
- Thus, 0.0035 = slope or gradient ; 1.0030 = intercept
Find out more information about sat score here:
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