Can someone please help? Thank you. 5) A dice manufacturer claims that for a novelty die he produces the probability of scoring the numbers 1 to 5are all equal, and the probability of a 6 is two times the probability of scoring any of the other numbers. To testthe manufacture's claim one of the novelty dice is rolled 350 times and the numbers scored on the die are shownin the table below.Number scored123456Frequency3257475854102Ax² goodness of fit test it to be used with a significance level of 5%.a) Find the probability of scoring a six when rolling the novelty die.b) Find the probability of scoring more than 2 sixes when this die is rolled 5 times.c)i) Find the expected frequency for each of the numbers if the manufacture'sclaim is true.ii) Write down the null and alternative hypothesis.iii) State the degrees of freedom for the test.iv) Determine the conclusion of the test, clearly justify your answer.(3)(C

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Ax² goodness of fit test it to be used with a significance level of 5%. a) Find the probability of scoring a six when rolling the novelty die. b) Find the probability of scoring more than 2 sixes when this die is rolled 5 times. c) i) Find the expected frequency for each of the numbers if the manufacture's claim is true. ii) Write down the null and alternative hypothesis. iii) State the degrees of freedom for the test. iv) Determine the conclusion of the test, clearly justify your answer.

Ax² goodness of fit test it to be used with a significance level of 5%. a) Find the probability of scoring a six when rolling the novelty die. b) Find the probability of scoring more than 2 sixes when this die is rolled 5 times. c) i) Find the expected frequency for each of the numbers if the manufacture's claim is true. ii) Write down the null and alternative hypothesis. iii) State the degrees of freedom for the test. iv) Determine the conclusion of the test, clearly justify your answer.

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter10: Sequences, Series, And Probability

Section10.8: Probability

Problem 32E

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