Explain what we can be reasonably sure of (and how sure we can be), what we do not really know, and/or what we assume, in each situation. Assume α = 0.05. The original claim is H0, and H0 was rejected. The original claim is H0, but H0 was not rejected. The original claim is H1, and H0 was rejected. The original claim is H1, and H0 was not rejected.

Explain what we can be reasonably sure of (and how sure we can be), what we do not really know, and/or what we assume, in each situation. Assume α = 0.05. The original claim is H0, and H0 was rejected. The original claim is H0, but H0 was not rejected. The original claim is H1, and H0 was rejected. The original claim is H1, and H0 was not rejected.

A First Course in Probability (10th Edition)

10th Edition

ISBN:9780134753119

Author:Sheldon Ross

Publisher:Sheldon Ross

Chapter1: Combinatorial Analysis

Section: Chapter Questions

Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...

See similar textbooks

Similar questions

n({x E Z| – 200
The frequency for d (t) = acos(wt) is frequency = . A 1 87 F Partly sunny O True Q Search A O False 09
Q.5 Show that s! .dx = - 2a
(a) Let n = 41. Find the approximate value for Vn. (Round your answer to two decimal places.) Enter a number. Write a list of all the prime numbers less than or equal to vn. (Enter your answers as a comma-separated list.) Is the following statement true or false? When n = 41, n is not divisible by any prime number less than or equal to vn. O True. O False. (b) Suppose n is a fixed integer. Let S be the statement, "n is not divisible by any prime number less than or equal to vn." The following statement is equivalent to S: v prime number p, if p is less than or equal to ñ then n is not divisible by p. Which of the following are negations for S? (Select all that apply.) O 3a prime number p such that ps vn and n is divisible by p. O n is divisible by every prime number less than or equal to Vn. O 3a prime number p such that p is a multiple of n and p is less than or equal to Vn. O n is divisible by some prime number that is less than or equal to Vn. O v prime number p, if p is less than…
QUESTION B5 Find the value of p if 3|p – x| < 8 is equaivalent to {x: -
Give solution a = 1 b = 0
solve it . whats wrong ?
you gave me this answer in last question, (copied below) but I see why I wasn't finding the correct p-value. I don't know how to get this from excel or in the z table. My z table gives me answeres to the left of z. and when I put my excel formula in which is =norm.s.dist(1.99, true) I get same answer as in z table to the left. A-how do I get answer for p-value when mu is greater than 85 like below problem? B- Also, how do I get answer for P-value when its a two tail test and mu differs? Step 1 Given data of glucose reading for 8 weeks92 87 82 107 99 109 85 89The sample x-bar is 93.8 . x is normal distribution with standard deviation = 12.5 Given that the mean glucose levelfor horses is µ = 85 mg/100glclaim is that to see if the gentle Ben have glucose level higher than 85 at 0.05 level of significance. Null hypothesis : µ = 85Alternative hypothesis : µ > 85. As x is normally distributed we use one sample Z test. So the test statistic Z is calculate dby using the…
The manager of an assembly process wants to determine whether or not the number of defective articles manufactured depends on the day of the week the articles are produced. She collected the following information. Is there sufficient evidence to reject the hypothesis that the number of defective articles is independent of the day of the week on which they are produced? Use ? = 0.01. Day of Week M Tu W Th F Nondefective 87 93 99 99 92 Defective 11 6 3 3 9 (a) Find the test statistic. (Round your answer to two decimal places.)(ii) Find the p-value. (Round your answer to four decimal places.)(b) State the appropriate conclusion. Fail to reject the null hypothesis. There is not significant evidence that the number of defective articles is not independent to day of the week.Fail to reject the null hypothesis. There is significant evidence that the number of defective articles is not independent to day of the week. Reject the null hypothesis. There is…
Everything being the same, if a researcher was able to reject H0 with α = .01, then he or she must still be able to reject H0 if α were changed to .05. True False
Advanced math.. coorelation question