The degrees of freedom for a two-sample t test is calculated with the formula below. Refer again to the given values s₁ = 5.04, s₂ = 5.32, m = 9, and n = 9. Calculate the degrees of freedom v, rounding the result down to the nearest integer. V= = m (2).()* + m 8 m-1 + $₂²) ² n-1 (50² +5.332)² 5.042 9 9 5.042 2 (5.32²) ² 9
The degrees of freedom for a two-sample t test is calculated with the formula below. Refer again to the given values s₁ = 5.04, s₂ = 5.32, m = 9, and n = 9. Calculate the degrees of freedom v, rounding the result down to the nearest integer. V= = m (2).()* + m 8 m-1 + $₂²) ² n-1 (50² +5.332)² 5.042 9 9 5.042 2 (5.32²) ² 9
A First Course in Probability (10th Edition)
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ISBN:9780134753119
Author:Sheldon Ross
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Chapter1: Combinatorial Analysis
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![Step 2
The degrees of freedom for a two-sample t test is calculated with the formula below. Refer again to the given values
of freedom v, rounding the result down to the nearest integer.
V =
($2² + $2²) ²
m
(²3)²+(2²)³²
m
m - 1
8
n
n - 1
(5.042 +5.32)2
9
(5.042)² + (5.32²2) ²
9
FLU
8
$1
= 5.04, s₂ = 5.32, m = 9, and n = 9. Calculate the degrees](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F36f53f08-c192-4403-b07e-f1ed03e8f73f%2F470a5cee-1a95-4214-991b-92bd0fb9d6bc%2Fb2zau7n_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Step 2
The degrees of freedom for a two-sample t test is calculated with the formula below. Refer again to the given values
of freedom v, rounding the result down to the nearest integer.
V =
($2² + $2²) ²
m
(²3)²+(2²)³²
m
m - 1
8
n
n - 1
(5.042 +5.32)2
9
(5.042)² + (5.32²2) ²
9
FLU
8
$1
= 5.04, s₂ = 5.32, m = 9, and n = 9. Calculate the degrees
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