Asked by Veronica
Given the altitude of lakes in feet: –12, –9, –14, –39, –49, –49, –18, –43, find the mean, median, mode, and range
Answers
Answered by
Ms. Sue
-9 -12 -14 -18 -39 -43 -49 -49
Mean: Add the numbers and divide by 8
Median: The middle number. Since there's an even number, take the average of the middle two numbers
Mode: The number that appears the most
Range: 49 - 9 = ?
Mean: Add the numbers and divide by 8
Median: The middle number. Since there's an even number, take the average of the middle two numbers
Mode: The number that appears the most
Range: 49 - 9 = ?
Answered by
OlympiadMathlete
**ANSWER: A mean = –28.5, median = –29.1, mode = –49, range = 40
First put them in order:
- 49, - 49 , - 43 , -39 , -18, -14, -12, -9
Add the two middle numbers -39 and -18, it equals -57
Divide - 57 and 2, it equals - 28.5 <--- MEAN
Second add all the numbers together, it equals - 233, then divide by 8, which equals
- 29.1 <---MEDIAN
MODE is the number that happens most, which is -49 <--- MODE
The range is -49 - ( -9 ) = - 40 <-----RANGE
First put them in order:
- 49, - 49 , - 43 , -39 , -18, -14, -12, -9
Add the two middle numbers -39 and -18, it equals -57
Divide - 57 and 2, it equals - 28.5 <--- MEAN
Second add all the numbers together, it equals - 233, then divide by 8, which equals
- 29.1 <---MEDIAN
MODE is the number that happens most, which is -49 <--- MODE
The range is -49 - ( -9 ) = - 40 <-----RANGE
Answered by
Alex
The answer is...
D - or...
mean= 29.1, median= 28.5, mode= -49, range= 40
Mrs. sue is correct about how to find these numbers.
D - or...
mean= 29.1, median= 28.5, mode= -49, range= 40
Mrs. sue is correct about how to find these numbers.
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