00:02
In this question, the drug doses and decay rates are given to us which are equal to l1 is equals to 200 and p is equal to 50.
00:14
And we have to find out the approximate levels of the drug excellence during the first week by using example 7.
00:26
So from example 7, we have a recursive risk.
00:30
Relation which can be given by lk plus 1 is equal to 1 minus p divided by 100 multiplied by lk plus d for k greater or equals to 1.
00:47
So here l1 is equal to d and the value of d is equals to 200 which is already given to us.
00:58
Now, we have to find out the levels of the drug excellence during the first week.
01:07
That is, we have to find out for all seven days.
01:11
So since here, for first day it is given.
01:15
Now, by putting the value of p and d, in equation one, we can find a recursive formula like lk plus 1 is equal.
01:28
To lk divided by 2 plus 200.
01:35
Now we'll put the value of k is equal to 1, 2, 4, 5 and 6 respectively.
01:46
So when we put k is equal to 1, we'll get l2 as l1 divided by 2 plus 200...