Step 3The confidence interval for u, - µ, is computed using the formula below.(x, - x,) - E < H, - H, < (x,-x,) + EIn this formula, E is the margin of error. Compute E using the formula below and given values s, = 0.5593,= 2.724,38, and the critical value determined in the previous step, to ggn, = 36, s, = 0.2168, and n,rounding the result to four decimal places.%3D21E = tn.0.559320.21682= 2.72436

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The confidence interval for H, - µ, is computed using the formula below. (x- x-) - E< H, - Hz < (x, - x;) + E In this formula, E is the margin of error. Compute E using the formula below and given values s, = 0.5593, n = 36, s, = 0.2168, and n, rounding the result to four decimal places. = 38, and the critical value determined in the previous step, to g9 = 2.724,

The confidence interval for H, - µ, is computed using the formula below. (x- x-) - E< H, - Hz < (x, - x;) + E In this formula, E is the margin of error. Compute E using the formula below and given values s, = 0.5593, n = 36, s, = 0.2168, and n, rounding the result to four decimal places. = 38, and the critical value determined in the previous step, to g9 = 2.724,

MATLAB: An Introduction with Applications

6th Edition

ISBN:9781119256830

Author:Amos Gilat

Publisher:Amos Gilat

Chapter1: Starting With Matlab

Section: Chapter Questions

Problem 1P

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