4) According to the norms established for a reading comprehension test, the scores of fifth graders should be normally distributed with a population mean of 81.4 and a population standard deviation of 8.4. A teacher believes her class of 35 students have a reading comprehension different than the norm, and decides to give her class the test. The class average on the test was 79.5. Are these students different than the norm in their reading comprehension? Test at a = 0.01. Show all steps to receive full credit. %3D
4) According to the norms established for a reading comprehension test, the scores of fifth graders should be normally distributed with a population mean of 81.4 and a population standard deviation of 8.4. A teacher believes her class of 35 students have a reading comprehension different than the norm, and decides to give her class the test. The class average on the test was 79.5. Are these students different than the norm in their reading comprehension? Test at a = 0.01. Show all steps to receive full credit. %3D
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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Binomial Distribution
Binomial is an algebraic expression of the sum or the difference of two terms. Before knowing about binomial distribution, we must know about the binomial theorem.
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Transcribed Image Text:4) According to the norms established for a reading comprehension test, the scores of fifth graders should be
normally distributed with a population mean of 81.4 and a population standard deviation of 8.4. A teacher
believes her class of 35 students have a reading comprehension different than the norm, and decides to give
her class the test. The class average on the test was 79.5, Are these students different than the norm in their
reading comprehension? Test at a = 0.01. Show all steps to receive full credit.
5) A scientist is researching the weight of the American Black Bear and believes the weight of the bear has
decreased from 105 pounds over the last 10 years. Based on the Minitab printout below, is the researcher
correct in his belief? Test at the 0.05 level of significance. Show all six steps.
One-Sample T: Weight (kg)
Descriptive Statistics
N Mean StDev SE Mean
9.53
95% Upper Bound
for u
104.52
12 99.58
2.75
F population mean of Sample
Test
Null hypothesis
Alternative
hypothesis
He: = 105
H:u < 105
T-Value P-Value
-1.97
0.037
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