Find the probability by referring to the tree diagram on the right. 0.5 P(MNA) = P(M)P(A|M) M- 0.3 0.5 Start 0.7 0.2 0.8 The probability is (Type an integer or a decimal.)

Q: Next question Find the probability by referring to the tree diagram on the right. 0.2 P(MNA) M 0.8…

A: Consider the given tree diagram. And given PM|A=PM∩APM∩A+PN∩A We have to find the value of PM|A.…

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A: Given that, n= 16 , p= 0.6 so q= (1-p)= (1-0.6)= 0.4

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Q: The probability distribution of X is shown below. Find P(3).

A: Total probability of a probability distribution is  =1  So, P(1)+P(2)+P(3)+P(4)+P(5)=1

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Q: Find the probability by referring to the tree diagram on the right. 0.5 P(MNA) P(MNA) *P(NOA) M-…

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Q: Find the probability by referring to the tree diagram on the right. 0.5 M- P(MnB) = P(M)P(B|M) 0.8…

A:

Q: Find the probability by referring to the tree diagram on the right. 0.2 A M- 0.8 P(MNA) P(MJA) = 0.6…

A:

Q: Find the probability by referring to the tree diagram on the right. 02 P(MnA) M- P(MIA) = 0.3 08…

A: Solution Answer is  0.46

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Q: (d) Draw a graph of the probability distribution and comment on its shape. Which graph below shows…

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Q: a) what is the P(x≤3) (b) P(2≤x≤3).

A: Since , the coin is tossed 4 times. Our aim is find the following :  a)P(X≤3) (b) P(2≤X≤3)

Q: Use the bar graph below, which shows the highest level of education received by employees of a…

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Q: You are given the probability tree diagram below. What is the probability that a person has cancer,…

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Q: Find the probability by referring to the tree diagram on the right. 0.8 P(A) = P(MnA) + P(NNA) M-…

A: We will use the conditional probability formula: P(M∩A)=P(M)P(A|M)P(N∩A)=P(N)P(A|N)

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Q: Jacksen has a bag with marbles. He randomly selected 1 marble at a time and recorded his results in…

A: Since, Experimental Probability =Number of times an event occursTotal number of trials

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A: The total number of employees S is 9+25+34+18+6+1=93.

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Q: Find the probability by referring to the tree diagram on the right. A 0.4 M P(A) = P(MNA) + P(NNA)…

A: for a tree diagram we generally find P(M∩A)= P(M).P(A) similar for other.

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Q: to three decimal places as​ needed.) ​(b) The student is female or received a degree outside of the…

A: Solution

Q: The probability that Neil wins a game of chance is 0.4. He plays 2 games. A) Complete the tree…

A: Given, probability of win (p) = 0.4 p+q = 1 probability of loss (q) = 1-p = 1-0.4 =0.6

Q: Enter the exact answer. P(S) =

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Q: A raffle ticket costs $5.  First and second prize winners will be drawn at random.  The probability…

A: Let us assume 40 tickets sold, amount of one first prize is $100 and two second prize is $25. And 40…

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Q: In Hawaii, January is a favorite month for surfing since 60% of the days have a surf of at least 6…

A: Given: p = 0.6 n = 6 Let r be the number of days the surf is at least 6 feet.

Q: The accompanying table shows the numbers of male and female students in a certain region who…

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Q: QI In the table below, the distribution of employees in a business according to their gender and…

A: The tree diagram for the given case is given as follows.

Q: Find the probability by referring to the tree diagram on the right. P(MOB) P(M|B) = P(MNB) + P(NNB)

A: Given from tree table P(M⋂B)=0.1, P(M⋂A)=0.9 P(N⋂A)=P(⋂B)=0.50