QuestionFind the expected aptitude score for a 17-year-old using the formula: Aptitude = 111.5 - 1.14 * Age. Round to the nearest whole number.

Studdy Solution

STEP 1

Assumptions1. The regression line for the predicted value of aptitude given age is Aptitude =111.5 -1.14 * Age. The age of the person for whom we want to predict the aptitude test score is17 years.

STEP 2

We need to substitute the given age into the regression equation to find the expected aptitude test score. $Aptitude =111.5 -1.14 * Age$

STEP 3

Substitute the age of17 years into the equation.
$Aptitude =111.5 -1.14 *17$

STEP 4

Calculate the result of the multiplication.
$Aptitude =111. -19.38$

STEP 5

Subtract the result of the multiplication from111.5 to find the aptitude.
$Aptitude =111.5 -19.38 =92.12$

STEP 6

Round the result to the nearest whole number.
$Aptitude = round(92.12) =92$ The expected aptitude test score for a person whose age is17 years is92.

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QuestionFind the expected aptitude score for a 17-year-old using the formula: Aptitude = 111.5 - 1.14 * Age. Round to the nearest whole number.

Studdy Solution

STEP 1

Assumptions1. The regression line for the predicted value of aptitude given age is Aptitude =111.5 -1.14 * Age. The age of the person for whom we want to predict the aptitude test score is17 years.

STEP 2

We need to substitute the given age into the regression equation to find the expected aptitude test score. $Aptitude =111.5 -1.14 * Age$

STEP 3

Substitute the age of17 years into the equation.
$Aptitude =111.5 -1.14 *17$

STEP 4

Calculate the result of the multiplication.
$Aptitude =111. -19.38$

STEP 5

Subtract the result of the multiplication from111.5 to find the aptitude.
$Aptitude =111.5 -19.38 =92.12$

STEP 6

Round the result to the nearest whole number.
$Aptitude = round(92.12) =92$ The expected aptitude test score for a person whose age is17 years is92.

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QuestionFind the expected aptitude score for a 17-year-old using the formula: Aptitude = 111.5 - 1.14 * Age. Round to the nearest whole number.

Studdy Solution

STEP 1

Assumptions1. The regression line for the predicted value of aptitude given age is Aptitude =111.5 -1.14 * Age. The age of the person for whom we want to predict the aptitude test score is17 years.

STEP 2

We need to substitute the given age into the regression equation to find the expected aptitude test score.Aptitude=111.5−1.14∗AgeAptitude =111.5 -1.14 * AgeAptitude=111.5−1.14∗Age

STEP 3

Substitute the age of17 years into the equation.Aptitude=111.5−1.14∗17Aptitude =111.5 -1.14 *17Aptitude=111.5−1.14∗17

STEP 4

Calculate the result of the multiplication.Aptitude=111.−19.38Aptitude =111. -19.38Aptitude=111.−19.38

STEP 5

Subtract the result of the multiplication from111.5 to find the aptitude.Aptitude=111.5−19.38=92.12Aptitude =111.5 -19.38 =92.12Aptitude=111.5−19.38=92.12

STEP 6

Round the result to the nearest whole number.Aptitude=round(92.12)=92Aptitude = round(92.12) =92Aptitude=round(92.12)=92The expected aptitude test score for a person whose age is17 years is92.

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Studdy solves anything!

Start learning now

Download Studdy AI Tutor now. Learn with ease and get all help you need to be successful at school.

We need to substitute the given age into the regression equation to find the expected aptitude test score. $Aptitude =111.5 -1.14 * Age$

Substitute the age of17 years into the equation.
$Aptitude =111.5 -1.14 *17$

Calculate the result of the multiplication.
$Aptitude =111. -19.38$

Subtract the result of the multiplication from111.5 to find the aptitude.
$Aptitude =111.5 -19.38 =92.12$

Round the result to the nearest whole number.
$Aptitude = round(92.12) =92$ The expected aptitude test score for a person whose age is17 years is92.