00:01
Okay, so i see that you need help with this question and it states the following.
00:04
The bureau of census in the united states attempted to count every u .s.
00:09
Resident.
00:10
Suppose that the counts in the table obtained for four countries in one region.
00:15
So if one person is selected at random from this region, what is the estimated probability that the person is either asian or from san luis osbo country? so is either asian or from san luis.
00:36
So i need to calculate the total for both and the totals for the table.
00:41
That's something that is definitely missing.
00:46
Okay, so here's the table just because i need enough space to add my totals.
00:52
So i'm going to start out with caucasian.
00:55
And so 164 plus 180 plus 240 plus 430 and that's 1 ,014 ,000.
01:12
Then 139 plus 37 plus 121 plus 232, that's 529 ,000.
01:24
Then 24 ,000, 8 ,000, 13 ,000 and 19 ,000.
01:32
That's 64 ,000.
01:33
Then 40 plus 10 plus 25 plus 50, that's 125 ,000.
01:47
Then 4 plus 3 plus 6 plus 8, that's 21 ,000.
01:52
And if i total all of those up, i get 1 ,014 plus 529 plus 64 plus 125 plus 21, that's 1 ,753 ,000.
02:12
164 plus 139 plus 24 plus 40 plus 4, and that's 371 ,000.
02:25
Then 180 plus 37 plus 8 plus 10 plus 3, that's 238 ,000.
02:35
Oops, 238 ,000.
02:40
Then 240 plus 121 plus 13 plus 25 plus 6, that's 405 ,000.
02:49
Then 430 plus 232 plus 19 plus 50 plus 8, that's 739 ,000.
03:04
So now i can answer the question.
03:08
So if one person is selected at random from this region, so asian, asian or from san luis.
03:18
So i have to then subtract this value...