Question
The students in one social studies class were asked how many brothers and sisters (siblings) they each have. The dot plot here shows the results.
![](data:image/png;base64,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)
How many of the students have three or more siblings?
- 3
- 6
- 11
- 1
The correct answer is: 11
Number of students having three or more siblings= Number of students having three siblings + Number of students having four siblings + Number of students having five siblings + Number of students having six siblings.
= 6 + 4 + 0 + 1
Related Questions to study
The students in one social studies class were asked how many brothers and sisters (siblings) they each have. The dot plot here shows the results.
![](data:image/png;base64,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)
How many of the students have six siblings?
The students in one social studies class were asked how many brothers and sisters (siblings) they each have. The dot plot here shows the results.
![](data:image/png;base64,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)
How many of the students have six siblings?
125, 80, 140, 135, 126, 140, 350, 75
Find the median of data
125, 80, 140, 135, 126, 140, 350, 75
Find the median of data
125, 80, 140, 135, 126, 140, 350, 75
Minimum value of given data _______________
125, 80, 140, 135, 126, 140, 350, 75
Minimum value of given data _______________
Box plots show the center and spread of a distribution using a ____________
Box plots show the center and spread of a distribution using a ____________
Histograms show the distribution of values within a data set in ________________
Histograms show the distribution of values within a data set in ________________
Dot plot shows the count of values ________________
Dot plot shows the count of values ________________
________________ is often used to represent data over ranges of numbers.
________________ is often used to represent data over ranges of numbers.
What are the following intervals called?
0-4 ,5-9, 10-14 and so on.
What are the following intervals called?
0-4 ,5-9, 10-14 and so on.
The information collected from a source, which had already been recorded, say from registers, is called ________________
The information collected from a source, which had already been recorded, say from registers, is called ________________
The data obtained directly from the source is called _________.
The data obtained directly from the source is called _________.
These facts or figures which are numerical or otherwise collected with a definite purpose are called ________.
These facts or figures which are numerical or otherwise collected with a definite purpose are called ________.
As the age of the car increases, its value decreases. Which scatterplot represents this relationship?
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)
As the age of the car increases, its value decreases. Which scatterplot represents this relationship?
![](data:image/png;base64,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)
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)
Correct option is (d).
Reason ; In the given graph , on moving owards x axis from 1 to 4 there is change of there is change of 1.5 unit on y axis but on further movement from point 4 to 8 there is small change of .5 units on y axis .it shows that there is very small and non constant change on y axis hence the graph shows non linear realtionship
The below image is
![](data:image/png;base64,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)
Correct option is (d).
Reason ; In the given graph , on moving owards x axis from 1 to 4 there is change of there is change of 1.5 unit on y axis but on further movement from point 4 to 8 there is small change of .5 units on y axis .it shows that there is very small and non constant change on y axis hence the graph shows non linear realtionship