Question

Please HELP ME:
In 1990, the rate of change of the world population was approximately 0.09125 billion per year (or approximately 1 million people every four days). The world population was estimated to be 5.3 billion in 1990.



According to the model, when will the population of the world be double the 1990 population?

a. The population will double in approximately 270 years time, by 2260.
b. The population will double in approximately 17 years time, by 2007.
c. The population will double in approximately 58 years time, by 2048.
d. The population will double in approximately 116

Answer 1

PLEASE HELP ME..

Answer 2

@goformit100

Answer 3

it will be easy to solve these type of question if you tabulate the data, or you can workout with the conditions given. Hey, are you able to Tabulate it ?

Answer 4

what is tabulate

Answer 5

tabulate means here that if you can make a table as per the given data you can further lead to an easy process of solving it. Are you able to do that ?

Answer 6

If you are able then its ok, or else I will guide you further.

Answer 7

I really dnt know how too.

Answer 8

Ok let me explain how to proceed.

Answer 9

the question is : In 1990, the rate of change of the world population was approximately 0.09125 billion per year (or approximately 1 million people every four days). The world population was estimated to be 5.3 billion in 1990.


from the given data what are you getting as the current data of 1990

Answer 10

I dont know how to set it u or I would have did it

Answer 11

in 1990 ::: approximately 0.09125 billion per year (or approximately 1 million people every four days)

Answer 12

okayy

Answer 13

so the time for doubling the population can be found out by Unitary Method

Answer 14

idk what unitary method

Answer 15

0.09125 multiplied by 2

leads to the doubled population. Now, try to use and do as follows

Answer 16

0.1825

Answer 17

ya correct

Answer 18

okay so Now what do I do?