00:01
In this question we have given initial population is equal to 7 .1 billion for year 2030.
00:19
And the t double time is given as 59 years.
00:26
Now using this data we have to find the population in 2024.
00:35
So the formula for finding this population is new value is equal to initial value multiplied with 2 raised to the power t divided by the t doubling time.
00:54
So here if we substitute the values then initial value is 7 .1 multiplied with 2 raised to the power 11 divided by 59.
01:05
Here it's how we will get 11.
01:07
So 2024 minus 2030 is equal.
01:12
Equals to 11 years gap.
01:15
So we have taken it is equal to 11.
01:19
So this is equal to 8 .09, 8 .079.
01:25
So answer to the first part is the population in 2024 would be 8 .079 billion.
01:44
So this is the answer for the first part...