Mathematics: Apopulation of insects grows exponentially. initially, there were 20 insects and the population of the insects grew by 50% every week. use a function p(t)p(t) that represents the insect population at the end of t weeks. what is the insect population at the end of week 12?

Apopulation of insects grows exponentially. initially,

Ответ:

knowingwhat

07.01.2022

P(t) = Po(1 + r)^t; where Po is the initial population = 20. r is the rate = 50% = 0.5 and t is the time = 1 weeks

P(t) = 20(1 + 0.5)^12 = 20(1.5)^12 = 20(129.7) = 2,594.9 ≈ 2,595

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Ответ:

bbea

13.12.2020

Mathematics

Step-by-step explanation:

Simplifying inequalities is almost the same as simplifying equations. So, in this case, we can divide both sides by two to isolate the variable x:

2x > 11

÷2 ÷2

x > 5.5

Now, we need to find the least whole number of x that makes the expression above true. The next whole number greater than 5.5 is 6, so 6 is the least whole number x for which the inequality holds true.

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Apopulation of insects grows exponentially. initially, there were 20 insects and the population of the insects grew by 50% every week. use a function p(t)p(t) that represents the insect population at the end of t weeks. what is the insect population at the end of week 12?

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