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Stats_Proportion Intervals

Stats_Proportion Intervals

Assessment

Presentation

•

Mathematics

•

9th - 12th Grade

•

Easy

•
CCSS
HSS.IC.B.4, 6.SP.B.5A, HSS.IC.B.3

Standards-aligned

Created by

J Waters

Used 7+ times

FREE Resource

5 Slides • 11 Questions

1

Stats_Proportion Intervals

Feb 2

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2

3

Multiple Choice

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What is the sample total?

1

n=1000n=1000

2

n=55n=55

3

n=95%n=95\%

4

n=0.95n=0.95

4

Open Ended

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Write out the population parameter (p)

p = ...

5

Multiple Choice

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Choose the correct sample statistic.

1

p‾=0.55\overline{p}=0.55

2

p‾=551000=0.055\overline{p}=\frac{55}{1000}=0.055

3

p‾=0.95\overline{p}=0.95

6

7

Multiple Choice

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Which is the correct way to check random?

1

Check random: shook the kids

2

Check random: nationwide survey

3

Check random: randomly sampled

8

Multiple Choice

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Which is the correct way to check independent?

1

Check independent:

1000<10%(all nationwide kids)1000<10\%\left(all\ nationwide\ kids\right)

2

Check independent:


55<10%(all nationwide kids)55<10\%\left(all\ nationwide\ kids\right)

9

Multiple Select

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Which is the correct way to check normal?


(select 2)

1

Check normal:

 1000(.055)=55≥101000\left(.055\right)=55\ge10 

2

Check normal:


 1000(1−.055)=945≥101000\left(1-.055\right)=945\ge10 

3

Check normal:
 1000≥251000\ge25  

10

11

Open Ended

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State the appropriate name for this formula procedure.

12

Multiple Choice

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Which is the appropriate setup for your confidence interval?

1

0.055±1.645⋅0.055(1−0.055)10000.055\pm1.645\cdot\sqrt{\frac{0.055\left(1-0.055\right)}{1000}}

2

0.055±1.960⋅0.055(1−0.055)10000.055\pm1.960\cdot\sqrt{\frac{0.055\left(1-0.055\right)}{1000}}

3

0.055±2.576⋅0.055(1−0.055)10000.055\pm2.576\cdot\sqrt{\frac{0.055\left(1-0.055\right)}{1000}}

13

Multiple Choice

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Desmos was used to find the subtraction and addition of the interval. Which would be the correct way to write it?

1


(0.040,0.069)\left(0.040,0.069\right)

2

(0.069,0.040)\left(0.069,0.040\right)

14

15

Open Ended

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When the interval is computed, you get the values

 (0.040,0.069)\left(0.040,0.069\right)  
Write out the decision in a complete sentence.

16

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Stats_Proportion Intervals

Feb 2

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