1. For Each Question Below Indicate True (T) Or False (F)

C++ 1. For to each integrity question below denominate genuine (T) or specious (F) a. The binominal scattering is a mathematical model for a continuous variable: F b. In any sane distribution 95% of the fortune lies within two exemplification deviations of the cogitate: T c. For a Poisson(m=4) distribution the variance is 2: F d. For any exponential function distribution, the mean is greater than the median: T e. The Poisson is a nigh(a) melodic theme to binomial when n is large and p is small. T (2+2+2+2+2=10 points) 2. Given that the demesne at a lower point the standard shape curve, to the left(a) of 2.3 is .0107, what is the area under the normal curve to the right of 2.3? (show work) DTDP ____0.

0107____________ grade (8 points) 3. Suppose you impudent a fair coin 7 times, let X be the possible number of heads. square off the following probabilities (in each drive show work below): (i) P(X = 0) =___(.5)7______________ (ii) P(X = 1) = __7*.5*.56_________ (value) (value) (iii) chance of at least 2 heads: Prob. Statement: _...If you want to require a in force(p) essay, read it on our website: Ordercustompaper.com

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