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7.34 Let to be a particular value of t. Use technology or Table III of Appendix B to find to values such that the following state- ments are true: a. P(-to to) = .05, where df = 16 c. P(t < to) = .05, where df = 16 d. P(t < -to or t > to) = .10, where df e. P(t < -to or t > to) = .01, where df = 8 12

7.34 Let to be a particular value of t. Use technology or Table III of Appendix B to find to values such that the following state- ments are true: a. P(-to to) = .05, where df = 16 c. P(t < to) = .05, where df = 16 d. P(t < -to or t > to) = .10, where df e. P(t < -to or t > to) = .01, where df = 8 12

Algebra & Trigonometry with Analytic Geometry
Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter10: Sequences, Series, And Probability
Section10.8: Probability
Problem 31E
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please show the process. If you use TI 84 calculator show me how to do it.

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7.34 Let to be a particular value of t. Use technology or Table III of Appendix B to find to values such that the following state- ments are true: a. P(-to < t < to) = .95, where df = 16 b. P(t < -to or t> to) = .05, where df = 16 c. P(t < to) = .05, where df = 16 d. P(t < -to or t > to) = .10, where df = 12 e. P(t < -to or t > to) = .01, where df = 8
Transcribed Image Text:7.34 Let to be a particular value of t. Use technology or Table III of Appendix B to find to values such that the following state- ments are true: a. P(-to < t < to) = .95, where df = 16 b. P(t < -to or t> to) = .05, where df = 16 c. P(t < to) = .05, where df = 16 d. P(t < -to or t > to) = .10, where df = 12 e. P(t < -to or t > to) = .01, where df = 8
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