Find The geometric mean of the numbers 20, 25, 30, 45, 31, 36
Also, find its mid range.
Answers
Answered by
4
mean
=30.16
median=30+31/2
median=32.5
answer.......
hope it helps
Mark as brainliest plzzz
=30.16
median=30+31/2
median=32.5
answer.......
hope it helps
Mark as brainliest plzzz
Golda:
Both answers are wrong. You have to find geometric mean but you have calculated arithmetic mean. Also instead of finding mid range, you have calculated the median, which is different from mid range.
hehe...that median is the same
But you have to find out mid range not the median. Both are totally different.
Answered by
1
Solution:-
Geometric Mean -
x Log x
20 1.3010
25 1.3979
30 1.4771
45 1.6532
31 1.4914
36 1.5563
_____________________________________
N = 6 ∑ Logx = 8.8769
______________________________________
G.M. = Antilog (∑ Logx/N)
= Antilog 8.8769/6
= Antilog 1.4794
Geometric Mean = 30.16
Mid Range -
Mid Range = (Lowest value + Highest value)/2
Mid Range = (45+20)/2
Mid Range = 65/2
Mid Range = 32.5
Answer.
Geometric Mean -
x Log x
20 1.3010
25 1.3979
30 1.4771
45 1.6532
31 1.4914
36 1.5563
_____________________________________
N = 6 ∑ Logx = 8.8769
______________________________________
G.M. = Antilog (∑ Logx/N)
= Antilog 8.8769/6
= Antilog 1.4794
Geometric Mean = 30.16
Mid Range -
Mid Range = (Lowest value + Highest value)/2
Mid Range = (45+20)/2
Mid Range = 65/2
Mid Range = 32.5
Answer.
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