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Byju's Answer
Standard V
Mathematics
Impact of Outliers in calculating Mean, Median and Mode
In the datase...
Question
In the dataset
:
6
,
30
,
8
,
6
,
10
,
16
,
12
,
30
,
3
.
Mode with outlier is
mode without outlier.
A
same as
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B
different from
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C
smaller than
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Solution
The correct option is
B
different from
On arranging the dataset in increasing order
:
3
,
6
,
6
,
8
,
10
,
12
,
16
,
30
,
30
.
We find that
30
is the oulier here.
Mode with outlier
=
6
&
30
Mode without outlier
=
6
∴
Here, the mode with outlier is different from the mode without outlier.
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