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A graduate student is studying bacteria known to have a growth rate of 10% per day. If the population of a bacterial sample is currently 31,537 bacteria, then how many bacteria will there be in 13 days?

Respuesta :

musiclover10045

The formula for exponential growth is :

Start value(1 + rate)^time


Using the information in the problem:


31,537(1+ 0.10)^13 = 108,874.28


Round off to 108,874.

abrehman2040

Answer:

Population of bacteria after 13 days is 72,535.1

Step-by-step explanation:

Data :

Bacteria population = 31,537

Growth rate =  10%

First  find 10% of 31,54l37

      ( 31,537×10)÷100 = 3,153.7

For 13 days

       3,153.7 × 13 = 40,998.1

Now add them

      31,537 + 40,998.1 = 72,535.1

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