00:01
In this case, an economist conducted a study to identify the percentage family income allocated to the purchase of grocery.
00:08
So he randomly chose 50 families, and these are the classes.
00:12
Now, the frequencies came out here, but i'm going to write them.
00:15
I'm going to write them here besides each other, so this will be the frequency.
00:20
This was 6, 14, 16, 10, and 4.
00:28
So with that known we want to compute the median so to compute the median that's the one the in the middle to that for that end we always want to compute cumulative frequency so this is six six plus 14 is 20 20 plus 16 is 36 36 plus 10 is 46 and 46 plus 4 is 50 so those will be the cumulative frequency so the median is the number that is exactly in the middle since there's 50 pieces of data.
01:02
This is the number where the 25th data is.
01:04
The 25th data is in this group right here.
01:07
So it's in this group right here.
01:10
So the median, in this case, if we have to put a number on it, will be the midpoint between 30 and 40%, which is 35%...