A salesman is known to sell a product in 3 out of 5 attempts while another salesman in 2 out of 5 attempts. Find the probability that (i) No sale will be affected when they both try to sell the product and (ii) Either of them will succeed in selling the product.

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A: Here Take x= mean s= Standard deviation C.V= Coefficient of Variation  

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A: As per guidelines expert have to answer first question three subparts only dear student please uploa...

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A: Given that P(M) = 0.4,P(I )=0.3,P(both ) =0.1 P(M or I ) =?

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A: Here Given 13 cards are selected without replacement. Now here Total number of cards=52=N Number  of...

Q: Construct a frequency distribution of weights of 50 students of a college, then find mid-values and ...

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Q: rate mutually exclusive and not mutually exclusive events using the Venn diagram.

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A: Hey there! Thank you for posting the question. Since your question has more than 3 parts, we are sol...

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Q: Repeated measurement from the same individuals is an example of data collected from two related popu...

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A: Given Information:- μA=65σA=10μB=70σB=20

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A: Given Consider the following Stock-Recruitment Curve and then tell us the ideal way to manage this p...

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Q: If θ̂ is a point estimator of θ, prove that MSE(θ̂) = V(θ̂) + (B(θ̂))2

A: We have given that θ̂ is a point estimator of θ. We know that  MSE(θ̂) = E((θ̂ - θ)2 )

Q: The average time to run the 5K fun run is 20 minutes and the standard deviation is 2.3 minutes. 42 r...

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Q: (3) E{g|(X)×g (Y)} = E[g{(X) × E{g2(Y)/X}] %3D

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Q: A random sample of six music students played mistakes in music each student made was record times, t...

A: Applying a paired 't' test, sample size,n=  6 Mean (d̄)  =Σd/n                = 21/6               ...

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A: Solution is given in the picture:  

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Q: Construct a frequency distribution of weights of 50 students of a college, then find mid-values and ...

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Q: A. Birthweights are distributed Normally, with a mean of 3.39kg and a standard deviation of 0.55kg ...

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Q: asap

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Q: The probability that a football game will go into overtime is 16%. In 120 randomly selected football...

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