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Mean, Median, Mode Grouped Data

Mean, Median, Mode Grouped Data

Assessment

Presentation

•

Mathematics

•

11th - 12th Grade

•

Medium

•
CCSS
6.SP.B.4, 6.SP.B.5C, 6.SP.B.5A

+4

Standards-aligned

Created by

Elizabeth Borres

Used 8+ times

FREE Resource

3 Slides • 28 Questions

1

Mean, Median, Mode Grouped Data

(Unit Test 2 Review)

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2

Multiple Choice

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What is Xm and n in the formula of the mean for grouped data?

1

frequency of the mean class

2

Midpoint and total frequency

3

Classmark and frequency

4

Midpoint and total cumulative frequency

3

Multiple Choice

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What column do we need in calculating the mean for grouped data?

1

Class Interval

2

Frequency

3

Cumulative Frequency

4

Midpoint/Classmark

4

Fill in the Blank

What is the symbol for midpoint or classmark?

5

Multiple Choice

After constructing the classmark, what is the next step?

1

Add the frequency and the classmark.

2

Subtract the frequency and the classmark.

3

Multiply the frequency and the classmark then add all of them together.

4

Divide the frequency and the classmark then add all of them together.

6

Fill in the Blank

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What is the sum of the product of the frequency and the classmark?

7

Fill in the Blank

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What is n or the total frequency?

8

Fill in the Blank

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What is the mean? Hint: Until 2 decimal places only.

9

Multiple Choice

What column do we need to find the median class?

1

Frequency

2

Relative frequency

3

Cumulative Frequency

4

Succesive frequency

10

Open Ended

How do we find the cumulative frequency?

11

Multiple Choice

To find the median class, we need to:

1

Add n by 2

2

Subtract n by 2

3

Multiply n by 2

4

Divide n by 2.

12

Multiple Choice

After dividing n by 2 (n/2), the median class is the

1

class interval equal to n/2

2

class interval less than n/2

3

class interval equal or greater than n/2.

4

class interval greater than n.

13

Fill in the Blank

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Once you have the median class, substitute the values in the formula. What is the lower boundary of the median class?

14

Fill in the Blank

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What is n/2?

15

Fill in the Blank

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What is the median class? Hint: Class interval that is equal or greater than n/2

16

Fill in the Blank

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What is the value of less than cumulative frequency?

17

Fill in the Blank

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What is the frequency of the median class or fm?

18

Fill in the Blank

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What is the class width or interval of the data?

19

Fill in the Blank

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What is the median?

20

Multiple Select

What is the first step in finding the mode?

1

Divide n by 2.

2

The middle most number.

3

Find the Modal Class.

4

Find the class.

21

Multiple Choice

How to find the modal class?

1

divide n by 2

2

get the middle most number

3

look for the class interval with the highest frequency

4

It's the center

22

Multiple Choice

What is LBmc in the mode?

1

Lower Class Boundary of the mean class?

2

Lower Class Boundary of the Median Class

3

Lower Class Boundary of the Modal Class

4

Lower Class Boundary of Class

23

Fill in the Blank

To find the Lower Boundary of the modal class, subtract what?

24

Multiple Select

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What is fa in the formula?

1

frequency allowed

2

frequency above

3

frequency alone

4

frequency about

25

Fill in the Blank

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fb in the formula is?

26

Fill in the Blank

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What is the mode? Hint: Limit your answer until 2 decimal places. Round your answer in hundredths place.

27

Open Ended

Any question(s)

28

Unit Test 2 Coverage

  • Mean, median, mode for ungrouped data

  • Properties of the mean, median and mode (refer to the research 4 and the video)

  • Mean, median, mode for grouped data

29

You may use the following during the test

  • Powerpoints

  • Videos

  • Your own notes

  • The video and notes that I will be posting tonight

30

Poll

How do you prepare for the test?

Review tonight.

Prepare all notes, calculator and everything I need.

Ask questions and clarify things.

I am good and ready.

31

Poll

Are you ready for the test tomorrow?

Yes, I am.

Absolutely

No

I am not sure.

Mean, Median, Mode Grouped Data

(Unit Test 2 Review)

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