It is equally probable that the pointer on the spinner shown will land on any one of the eight regions, numbered 1 through 8. If the pointer lands on a borderline, spin again. Find the probability that the pointer will stop on an odd number or a number greater than 3. 7 DO 1

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Q: Please explain how the 32 was caculated in the problem? I had the same question and got it wrong

A: as we can see is solution  No. of coins tossed = 5 P(H)=12 and P(T)=12

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A: given data  μ = 36σ = 5n = 52P(∑x<1790) = ?

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A: Given,n=15p=0.7q=1-0.7=0.3A random variable X~Binomial(n=15  , p=0.7)P(X=x)=Cx15(0.7)x(0.3)15-x   ;…

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A: Dear student, If you find this solution helpful please upvote ? it. The solution is given below:

Q: Page 339, 5.2.7.* Let Xn have a binomial distribution with sample size 5n and p, where p is not a…

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Q: (a) A structure consists of 100 column footings. Suppose the settlement of each footing is…

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A: given data normal distribution μ = 110σ = 5empirical ruleP(x>110) = ?

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A: select 13 cards from 52 card deck.  P(six cards of one suit,4 of another suit and 3 of another suit)…