00:01
So the clause boundaries are given in this question, and we have to get, first of all, the clause limits.
00:07
So when we look at the boundary, so for the lower boundary, we have to subtract 0 .5, and for the upper boundary, we have to add 0 .5.
00:15
So if it's subdux 0 .5, some number and get 0 .20 .5, that means the class limit should be 21, and the boundary would be this is 25, so add 0 .5, i mean, subtracts, 0 .5, which is 25.
00:33
So the class limits are this one.
00:36
And the next one, just subtract, so add 0 .5 to the lower class limit, which is 26.
00:43
And then this would be, this is 30.
00:46
So when we just look at the difference here, the difference is 5, every time i'm going to add 5 here, which is 31.
00:55
So let me write here, this is 31, and we have 36, and we have 41.
01:01
And we have 41.
01:01
And we have 46 and we have 41 and again i'm going to add 5 to the upper class limits which is 35 and then 40 and then 45 50 and then 55 and then 55 so the next step so i'm going to find the class midpoint so for the midpoint i'm going to add 21 and 25 these are the class limits and divide by 2 which is 23 and for the next one this is 20 26 plus 30 and divide by 2 which is 28.
01:37
So every time it differs just 5 units.
01:41
So i'm going to adding 5 33 38, 43, 48, 43, 48 and then 53.
01:49
Great...