4. Entomologists introduce 20 of one

variety of insect to a region and determine

that the population doubles every 6

hours.

part A Write an equation to model

this situation. Assume that the soulation

is continuously growing, and let t Represent

days.

part B What will the population be in 10 days?

part C How long will it take until the population reaches 100000?

Question

Nikolai Myers

Mathematics

6 October, 08:46

4. Entomologists introduce 20 of one

variety of insect to a region and determine

that the population doubles every 6

hours.

part A Write an equation to model

this situation. Assume that the soulation

is continuously growing, and let t Represent

days.

part B What will the population be in 10 days?

part C How long will it take until the population reaches 100000?

+5

Answers (1)

Know the Answer?

Alijah Mckee · Answer 1

This number can be found using the Rule of 70, which describes the formula dt = 70 / r, where dt is the doubling time, and r is the annual rate of growth.

Step-by-step explanation:

24/6 = 4

20 x 2 = 40 x 2 = 80 x 2 = 160 x 2 = 320

20 - --> 320 in the first day.

Keep doing this equation. Multiply each day's end result by 2 four times for 9 more days.