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bettybales1986
12.11.2019 •
Mathematics
The table shows the number of hours that a grouped of students spent studying for the sat during their first week of preparation. the students each add 4 hours to their study times in the second week. what are the mean, median, mode, and range of times for the second week? student hours bob 19 james 10 karen 15 rosario 17 antoine 10 julio 16 maria 13
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Ответ:
Mean = 18.30
Median= 19
Mode =14
Range = 9
Step-by-step explanation:
The given table shows the number of hours that a grouped of students spent studying for the SAT during their first week of preparation.
StudentHours
Bob19
James10
Karen15
Rosario17
Antoine10
Julio16
Maria13
After adding 4 hours, the table for the second week will be :-
StudentHours
Bob23
James14
Karen19
Rosario21
Antoine14
Julio20
Maria17
Number of students n= 7
Now, according to the second week table,
Mode =14 hours
Mean=![\frac{23+14+19+21+14+20+17}{7}=18.2857142857\approx18.30](/tpl/images/0370/1767/062e2.png)
For median arrange the above table hours in ascending order,
14, 14, 17, 19, 20, 21, 23
Median=![\frac{n+1}{2}\\\\=\frac{7+1}{2}=4^{th}\ \text{term}=19](/tpl/images/0370/1767/6b050.png)
Range = Highest - lowest =23-14=9
Ответ:
The remainder is the integer that you need to subtract to an integer number to have an exact division when it is divided by another integer.
A word problem can be:
"The father of 3 sons buys 14 pencils, and he wants to give the same number of pencils to each of his sons, and if there are some remainder pencils, he will keep those. How many pencils does the father keep?"
We have that 14/3 = 4 with a remainder of 2.
So the amount of pencils that the father keeps is 2.
This is an example of how the remainder of a quotient can be useful in some situations.