00:01
So basically what we want to check in these questions if the percentage of proportion here of, in this case, the free throw attempts here that they made, improves as the like a game or the season progress.
00:23
So basically, if you consider the first game here, the early home game, this is the proportion, or in this case of like a game, free throw attempts.
00:35
And then we want to check if the when we compute the proportion for the second one, if in the second is greater than the first one.
00:44
So this is what we want to check.
00:47
And basically if you want to check if the p2 is greater than p1, basically this means then we have the opposite as well, greater or equal, which is our no hypothesis.
01:02
Okay.
01:04
So the new hypothesis is this one because this one has the equal sign.
01:09
Okay.
01:10
So now that we have this, we need to compute what is the general proportion without considering like the two games separately.
01:18
So let's consider all games, all the attempts that they gave.
01:24
So they have 86 plus 9 .3 in both games.
01:29
And then we need to know how many here they got right in the first game and how many in the one of like the last games.
01:38
So if you know that the proportion here in the first game is 6 .6 .67 out of 80 or 93.
01:49
Basically what we need to do is if i know that this is a percentage out of this, i can find what is the value.
01:56
I just need to multiply this by this percentage, which is going to give us in this case, 62.
02:04
If you do the same thing for the other one, which is 77 .991 % out of 86, you're going to get 67...