Use the p-value decision rule to indicate your decision on the following p-values at ? = 0.01

Group of answer choices

p = 0.975

[ Choose ]Reject the null hypothesisAccept the null hypothesis

p = 0.001

[ Choose ]Reject the null hypothesisAccept the null hypothesis

p = 0.05

[ Choose ]Reject the null hypothesisAccept the null hypothesis

p

[ Choose ]Reject the null hypothesisAccept the null hypothesis

p

[ Choose ]Reject the null hypothesisAccept the null hypothesis

p

[ Choose ]Reject the null hypothesisAccept the null hypothesis

p = 0.051

[ Choose ]Reject the null hypothesisAccept the null hypothesis

p = 0.050

[ Choose ]Reject the null hypothesisAccept the null hypothesis

p

[ Choose ]Reject the null hypothesisAccept the null hypothesis

p > 0.05

[ Choose ]Reject the null hypothesisAccept the null hypothesis

p

[ Choose ]Reject the null hypothesisAccept the null hypothesis

p

[ Choose ]Reject the null hypothesisAccept the null hypothesis

1. (a) Explain what is meant by the transition probability matrix of a homogeneous Markov chain. [5 marks] (b) Explain what is meant by the stationary distribution of a Markov chain? [5 marks] (c) A Markov chain has transition probability matrix, A, with entries Ouj; and stationary distribution . Write down an expression for the entries of the reverse Markov chain. [5 marks (d) Consider the following transition probability matrix of a homogo- neous Markov chain, with three states i,j and k (the TPM is in that order). If the stationary vector of the chain is (1/9, 2/9, 2/3), determine whether the Markov chain is reversible. 1 /0.2 0.2 0.6 0.1 0.6 0.3 4 \\0.1 0.1 0.8 [5 marks] (e) Let X1, X2, Xa be a sequence of random variables resulting from the above Markov chain. If X1 = i and Xs = j what is the probability that X2 = k? [5 marks]SA Information Bulletins PM WEB Releases Mitpi--www.pheasantfor... P Disaster Assistance Progra- Di Home - Montana SharePo... ) Tabs Pel Second See connect BA 2110: 101W SU18 BUSINESS STATISTICS 4 - Continuous Distributions Question 4 (of 10] 40.00 points Today, U.S box office ticket prices are on average $6.75 with variance approximately $2 89. The distribution appears to be normal. (Round probabilities to four decimals and dollar answers to two decimals. ) ap What's the probability a ticket will cost more than $12.50? [ by What's the probability that the ticket price is between $6 50 and $7.507 c) 60%% of the tickets cost above what price? s d) What's the Both percentile of this distribution? s D wIS SEngineering Economics Question: A company will install one of the following two systems. Assume that the MARR is 5%, and that the service will be needed forever. Determine which alternative should be selected. System A System B Initial investment $28,000 $55,000 Annual expenses $15,000 $13,000 Useful life 12 years 18 years Salvage value at end of life $ 2,800Chemistry 201 College of the Canyons Molecular Geometry, Atomic Hybridization and Molecular Orbital Theory Chemistry 201 Geometry, Hybridization, and Molecular Orbital Theory Data Sheet 1 Section: Instructor Model Check Name: Data Table 1. Lewis Structures, VSEPR, and Hybridization Molecule Valence Lewis Structure Electronic Molecular VSEPR Bond Hybrid Electrons Geometry Geometry Notation Angles Orbital Set CI F3 28 XeOF4 PCLO 32 XeF4 36 CH20 SF4 128