00:01
And in this question, you basically ask you to calculate the modular, right, which is a very simple algebra manipulation, right? so for instance, the first one, the modular, you look at 347, 500, 513, right? and you put them together, that is actually, you put this number together.
00:15
What do you get? i think you get 800, 850, 860, right? so you get 860 put together.
00:24
But you do the model, that means you have to, you find, you need to find the close, the, the, the, the, the, the, the, the, the, you know, the, the, the, the, you know, the, the, the, the, the.
00:30
The nearest integer, right? this can be written as basically 616 times 1 and plus the remainder.
00:37
The remainder will be some, it would be here, right? that would be remainder you can put it.
00:40
That's the model number.
00:42
That's answer here, right? so usually that's the biggest number is 1, right? so 860 minus 763.
00:50
That actually of course gives you 97, i think.
00:54
So that's the answer for this question.
00:56
And similar, you can do all the rest, right? so i found the answer to be actually given by for the second.
01:01
So 3247 plus 1, 2, 3 ,8 plus 72, 312, 3 ,1 plus 6, 4, 3, 2, 3, 7, actually.
01:15
And then, you know, you do the modulation of 9254.
01:23
And that gives us actually 889, right? 889...