Answer:
The populaton in year 1991 will be of 5178.9 million of people
and the population in year 2020 will be of 8524.60 million of people
Step-by-step explanation:
We measure the time t in years and let t=0 in the year 1950.
We measure the population P(t) in millions of people, then P(0)=2560 and P(10) = 3040.
Since we are assuming that dp/dt=kP, this theorem gives the following.



The relative growth rate is about 1.7% per year and the model is

<em>Year 1991 is equal in our formula to 41 and year 2020 is equal to 70. </em>Replacing,


Therefore the populaton in year 1991 will be of 5178.9 million of people and the population in year 2020 will be of 8524.60 million of people
Ummm...I think 40.45% don't trust me cause this is not correct
3/4 =1/3 hour
how long to burn 2 and 1/2
3/4=1/3hour
1/4=1/9 hour
4/4=1=4/9hour
1/2=2/4
1/2=2/9hour
2 and 1/2=1+1+1/2=4/9+4/9+2/9=10/9=9/9+1/9=1+1/9=1 and 1/9
answer is C. 1 and 1/9 hour
Edder is 12
2x+3=27
-3
2x=24
/2
x=12