00:01
In this problem we have given, suppose a researcher estimates that the initial population of a colony of cell is 100, we can say this is initial.
00:13
And after 6 weeks, the population becomes, say, n is, we can say n prime is equals to 382 bacteria.
00:21
Now we have to find the rate per week to do they multiply.
00:25
So we can say p is equal to initial 8 p .0 and this would be e -raised to the part.
00:30
Power or we can see and this if this is exponential or we can assume that this is 1 plus r divided with 100 and this is after 6 weeks so this would be 6.
00:41
Now p .0 is equal to 382, say this would p is equal to 382 and p .0 is equal to 100 and 1 plus r divided with 100 raised to the power 6.
00:53
So this would be 382 divided with 100 is equal to 3 .82 and this would be 6 root is equal equals to 1 plus r divided with 100.
01:03
So we have to take the 6th root of 3 .8...