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(a) to.10, 19 Recall the notation ta, u which the area under the t-curve with v degrees of freedom to right of ta, v is equal to a. called the critical value for the t-distribution, gives the number on the measurement axis for In order to find the critical value twe can use Table A.5 in the appendix of your textbook. The column headers along the top of this table correspond to a, the right tail area, and the values in the leftmost column correspond to v, the degrees of freedom, df. and the The quantity to.1, 19 is the critical value from a t distribution where the degrees of freedom, df= area under the t curve to the right is equal to Using Table A.5, first locate the row corresponding to the correct degrees of freedom, v= 19, in the leftmost column. Follow along this row to the column for the value a = 0.1. This is the critical value, rounded to three decimal places, which corresponds to a = 0.1 and v= 19. (Round your answer to three decimal places.) 0.1, 19

(a) to.10, 19 Recall the notation ta, u which the area under the t-curve with v degrees of freedom to right of ta, v is equal to a. called the critical value for the t-distribution, gives the number on the measurement axis for In order to find the critical value twe can use Table A.5 in the appendix of your textbook. The column headers along the top of this table correspond to a, the right tail area, and the values in the leftmost column correspond to v, the degrees of freedom, df. and the The quantity to.1, 19 is the critical value from a t distribution where the degrees of freedom, df= area under the t curve to the right is equal to Using Table A.5, first locate the row corresponding to the correct degrees of freedom, v= 19, in the leftmost column. Follow along this row to the column for the value a = 0.1. This is the critical value, rounded to three decimal places, which corresponds to a = 0.1 and v= 19. (Round your answer to three decimal places.) 0.1, 19

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.6: The Inverse Trigonometric Functions
Problem 94E
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(a) to.10, 19 Recall the notation ta, called the critical value for the t-distribution, gives the number on the measurement axis for which the area under the t-curve with v degrees of freedom to right of t is equal to α. α, v a, In order to find the critical value to we can use Table A.5 in the appendix of your textbook. The column headers along the top of this table correspond to a, the right tail area, and the values in the leftmost column correspond to v, the degrees of freedom, df. and the The quantity to.1, 19 is the critical value from a t distribution where the degrees of freedom, df = area under the t curve to the right is equal to . Using Table A.5, first locate the row corresponding to the correct degrees of freedom, v = 19, in the leftmost column. Follow along this row to the column for the value x = 0.1. This is the critical value, rounded to three decimal places, which corresponds to α = 0.1 and v = 19. (Round your answer to three decimal places.) to.1, 19 =
Transcribed Image Text:(a) to.10, 19 Recall the notation ta, called the critical value for the t-distribution, gives the number on the measurement axis for which the area under the t-curve with v degrees of freedom to right of t is equal to α. α, v a, In order to find the critical value to we can use Table A.5 in the appendix of your textbook. The column headers along the top of this table correspond to a, the right tail area, and the values in the leftmost column correspond to v, the degrees of freedom, df. and the The quantity to.1, 19 is the critical value from a t distribution where the degrees of freedom, df = area under the t curve to the right is equal to . Using Table A.5, first locate the row corresponding to the correct degrees of freedom, v = 19, in the leftmost column. Follow along this row to the column for the value x = 0.1. This is the critical value, rounded to three decimal places, which corresponds to α = 0.1 and v = 19. (Round your answer to three decimal places.) to.1, 19 =
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