If a population of 100 earthworms is growing at 0.37 per capita per year, how many earthworms will there be after one year? 137 100 37 370

The correct answer is - 137 earthworms.

Explanation:

Population growth is loosely characterized as the change in the measure of people of specials in a territory after a particular time frame. Population development is the adjustment in the measure of people of that species after some time.

Population growth = (rate/total number of individual) ×100/t

= (37/100)×100/1

= 37

Then, the total number of individuals after one year

= 100 + 37

=137

acceleration= v2-v1/t so 8m/s-3m/s / 3s =to 8/3 or

2.67 m/s^2

hope i

-lavira: )