Z-scores!
T-scores
Confidence Interval
Hypothesis Testing
100

Find the z-score of 3.05

.9989

100

Find the t-score when you have a confidence level of 99% and a df of 30

2.75

100

If you do a 90% confidence test how confidence how confident can you be in your answers?

90%

100

Find H(o) and H(a):

The average class size is 20 students.

average class size=18.3

H(o)=20

H(a)<20

200

Find the z-score when given the value -1.03

.1515

200

Find the t-score when you have a confidence level of 98% and a df of 1000

2.33

200

If you do a 80% confidence test how confidence how confident can you be in your answers?

80%

200

Find H(o) and H(a):

The average shoe size is 8 students.

average shoe size=7.5

H(o)=8

H(a)<8

300

when you have the number 0.325 do you choose the category above(0.33) or the category below(0.32)?

Category above

300

Find the t-score when you have a confidence level of 99.8% and a df of 19

3.579

300

If you do a 99% confidence test how confidence how confident can you be in your answers?

99%

300

Do all 4 steps:

Test the claim the average candy bar has 215 calories. 

Average= 170

Standard Deviation= 67

n=30

t=3.68

p=0.0005

Reject H(o)

400

If your given...

Average=22.4

Ho=24

Sx=2.45

n=40

Can you find the z-score?

Yes, you plug it in the z-score formula.

400

Find the T-score if you have: 

Average:5

M:4

Standard Deviation:2

N:30

2.74

400

Find the 90% confidence interval when given the following:

Average:50

Standard Deviation: 5

N: 30

154.9

99.1

400

Do all 4 steps:

Test the claim the average classroom has 20 students. 

Average= 18.3

Standard Deviation= 5

n=30

T=1.86

P=0.03

Reject H(o)

500

When given 

Average=3.55

Ho=4

Sx=0.87

Find the z-score?

Trick question!!!

You need the Standard Deviation(Sx) to find z-score

500

Find the T-score if you have: 

Average:6

M:7

Standard Deviation:1.5

N:30

3.65

500

Find the 99% confidence interval when given the following:

Average:200

Standard Deviation: 50

N: 45

180.8

219.2

500

Do all 4 steps:

Test the claim the average book has 150 pages. 

Average= 250

Standard Deviation=50

n=30

T=10.95

P=1

Accept H(o)