1) Using the moving average technique, compute the forecast for Week 5 with a 2 week average with the data that follows a) 80 b) 100 c) 75 d) 90 2) The central limit theorem states that a) as the size of a sample gets larger and larger, its distribution approaches the normal distribution only if the underlying population from which the samples were collected is normally distributed as the size of a sample gets larger and larger, its distribution approaches the normal distribution only if the underlying population from which the samples were collected is normally distributed as the size of a sample gets larger and larger, its distribution approaches the normal distribution, even if the underlying population from which the samples were collected is not normally distributed as the size of a population gets larger and larger, its distribution approaches the normal distribution, even if the population is not normally distributed to begin with as the size of a sample gets smaller and smaller, its distribution approaches the normal distribution, if the underlying population from which the samples were collected is not normally distributed Week 1 234 Number of Patients 100 80 90 70

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Question: 1) Using the moving average technique, compute the forecast for Week 5 with a 2-week average with the data that follows. a) 80 b) 100

1) Using the moving average technique, compute the forecast for Week 5 with a 2-week average with the data that follows.

1) Using the moving average technique, compute

a) 80

b) 100

c) 75

d) 90

2) The central limit theorem states that ______.

a) as the size of a sample gets larger and larger, its distribution approaches the

normal distribution only if the underlying population from which the samples

were collected is normally distributed.

as the size of a sample gets larger and larger, its distribution approaches the

normal distribution only if the underlying population from which the samples

were collected is normally distributed.
as the size of a sample gets larger and larger, its distribution approaches the

normal distribution, even if the underlying population from which the samples

were collected is not normally distributed.
as the size of a population gets larger and larger, its distribution approaches the

normal distribution, even if the population is not normally distributed to begin

with.
as the size of a sample gets smaller and smaller, its distribution approaches the

normal distribution, if the underlying population from which the samples were collected is not normally distributed.

Week 1 234 Number of Patients 100 80 90 70

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