Confidence Intervals/Point Estimators (7A)
Central Limit Theorem (7B)
Probability Using Standard Deviation (7B)
Determining Sample Size (Ch 8)
T-distributions
100

The _____ of roe and alpha must equal 1

sum

100

What value of n must be met to satisfy the Central Limit Theorem?

30

100

T or F

If we are determining the probability of the sample mean exceeding a value x, we use the compliment rule.

True

100

T or F

If roe = 80%, 

alpha/2 = ______

10%

100

T or F

The t-distribution is wider than the z-distribution

True

200

If you are 95% confident, what is the value of alpha?

5%

200

T or F

According to the Central Limit Theorem, if all requirements are satisfied, the distribution would approximate a(n) ________ distribution.

Normal

200

T or F

If we are determining the probability of the sample mean below a value x, we use the compliment rule.

False

200

p* represents ______ data

historical

200

n-1 is used to determine

degrees of freedom

300

Given [0.7, 0.8]

What is the value of E?

0.05

300

Suppose n=20 and samples are taken from a known normal population distribution. The distribution will be _______

a) normal

b) cannot be determined

A

300

Suppose a number of car parts have a mean of 110cm and a standard deviation of 6cm. If 5 parts are chosen, what is the probability that the mean exceeds 111cm?

35.57%

300

Determine the sample size required to estimate a population mean within 5 units given that the population standard deviation is 15. Use a confidence level of 98%.

49

300

We use the t-distribution when _______ is unknown

Standard deviation

400

If the sample has 500 votes, what x value gives the sample proportion a value of 40%

200

400

Suppose n=31 and samples are taken from an asymmetric distribution. The distribution will be ______

a) normal

b) cannot be determined

A

400

Suppose a proportion of students who will go home for Thanksgiving is assumed to be 76%. What is the probability that in a sample of 300 voters, less than 70% say they will go home for Thanksgiving?

.75%

400

The population proportion is 65%. Determine the sample size required if we want our poll to have a margin of error of 4% with a 99.9% confidence interval.

1540

400

Suppose n=50 and we want to be 99% confident. Find the t-value.

2.68

M
e
n
u