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Complete steps 2 through 5 of the hypotheses test for the case study below. The hypotheses for step 1 are provided. Give the value of p rounded to the nearest ten- thousandth (to four decimal places). You can type Ho as Ho. A book store chain asserts that on average novels are at least 50,000 words in length. The average number of words for a sample of n = 35 novels was x = 49,800 with a standard deviation of s = 714. Test the claim at x = 0.10. 1. Ho: 250000 (claim) H₁:μ < 50000

Complete steps 2 through 5 of the hypotheses test for the case study below. The hypotheses for step 1 are provided. Give the value of $p$ rounded to the nearest tenthousandth (to four decimal places). You can type $H_{0}$ as $Ho_{.}$ A book store chain asserts that on average novels are at least 50,000 words in length. The average number of words for a sample of $n=35$ novels was $xˉ=49,800$ with a standard deviation of $s=714$. Test the claim at $α=0.10$. 1. $H_{0}:μ≥50000(claim)H_{1}:μ<50000 $

Given data:

Sample size

sample mean

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