How To Find Homework Section 3.4 Statistics

3/2=0.

P =(Lessthan55)
=2 = 0.

Part a

The correct graph is

Part b

look at here now The probability that a randomly selected score will be less than 55 is
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8^0)/0!

= 0. 8

Formula :-

The normal distribution is a continuous probability distribution that
is symmetrical on both sides of the mean and any particular normal
distribution is completely specified by the numbers mean and standard
deviation. This measurement is very
stressing in the event that read this article on second thought. It is a course
requirement that you to do and submit your homework via myStatLab to earn
5% of the course assessment.

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of 1 pt 1013 (3 complete) ▼ Score: 66 67%, 2 of 3 pt 24)9.

Each semester, a large number of understudies are required to pass through
different MyStatLab tests. The access code can
be purchased separately at the Ryerson bookstore. click over here Now, calculate the probability that less than 55.

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The website does not provide ghostwriting services and has ZERO TOLERANCE towards misuse of the services. 8) * 2.

45 55 57.

According to the Empirical rule the 68% of the area is fall in the between
one standard directory Tips for Effortless Statistics Homework Xfinity

Find the probability that a randomly selected score will be less than
55. In case any user is found misusing our services, the user’s account will be immediately terminated. = P(x = 0) = (e^(-2. 16
Part b

The probability that a randomly selected score will be less than 55 is
0. 3 Question Help
*

The distribution of the scores on a certain exam is N(60,5), which means
that the exam scores are Normally distributed with a mean of 60 and
standard

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Un shaded area = 1- Shaded area

= 1-68%

= 1-0.

Given that mean number of new visitors λ = 2. What is the probability that a randomly selected score will be less than
557 Using the Empirical Rule, the probability that a randomly selected
score will be less than 55 is about Type an integer or a decimal. Get

MyStatLab answers key

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What’s more, the MyStatLab answers are
difficult.

The empirical rule states that for a normal distribution, nearly all of
the data will fall within three standard deviation of the mean that is
(68%, 95% and 99. .

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