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The test scores for 9 students on the Unit 1 Test were 35, 25, 50, 95, 80, 60, 45, 100, and 90. What is the value of the first quartile for this data set?
A.
40
B.
60
C.
80
D.
100
Answers
the answer is 'A'
as the 1st number is 35
so the nearest one is 40
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Answer:
The value of the first quartile of the abovementioned data set is 40. The answer to the abovementioned question is option A which states, "40".
Explanation:
There are data of 9 students and we need to arrange them in ascending order to find our answer.
So, the arrangement looks like the following:
⇒ 25, 35, 45, 50, 60, 80, 90, 95, 100
We know,
The Median of numbers is always the middle number.
So, we can safely conclude that 60 is the Median of the abovementioned arrangement.
Thus,
The 1st Quartile = Median of test scores = 60
∴ The numbers to the left of the Median are as follows:-
- 25,
- 35,
- 45,
- 50
The Median of the numbers on the left of the median is 60 = = = 40
Thus, the answer is 40.
Answer) We can safely conclude that the answer to the abovementioned question is 40.
To know more about the mean and its calculation, click on the link below:
https://brainly.in/textbook-solutions/q-compute-mean-deviation-coefficient-mean-data-given
To imply mean in day-to-day affairs, click on the link below
https://brainly.in/textbook-solutions/q-mean-height-36-students-class-150-5