The population in 2016 is likely to be 206.20 million.
Given:
Let the population in 1994 be P₀ and g be the exponential growth.
Let the population Pn in nth will be denoted by Pn = P₀ * (1+g)n.
The population in 1994 was 195 million and after 8 years it became 199 million in 2002.
So,
199 = 195 * (1+g)₈ = 199195
Using log,
=8 * log(1+g) = log199 - log195 = 0.0088185
=log(1+g) = 0.0011022
=1 + g = 1.002541
g = 0.00254
Therefore the growth rate is 0.2541%
The population in 2016 is computed by:
= 195 * (1+g)₂₂ or 195 * 1.002541₂₂
= 195 * 1.0574279
= 206.20 million
Answer:
angle 1 = 123°
Step-by-step explanation:
Here, angle 2 = 123° {being veritical opoosite angle}
so, angle 1 = angle 2 {being alternate angle}
so, angle 1 = 123°
The solution is .
Solution:
Given expression:
To solve this inequality.
Subtract on both sides of the inequality.
Switch the sides.
The solution is .
Now, graph the solution.
The solution of the graph is attached below.
A die has six sides so you have a *blank*/6 chance of getting a certain number.
Since there are 3 even numbers on a die and 3 odd numbers. So the probability of rolling a even number would be:
3/6 or 1/2 or 50%
There is a one, one on a die so your chance of rolling a one the last time would be:
1/6 or about 16%
Hope this helps :) If you have any more questions just ask!