Math, asked by akae1046, 1 year ago

A certain type of bacteria reproduces itself at the rate 10%every 5 mintes .In how many minutes be the number double itself

Answers

Answered by Mithalesh1602398
0

Answer:

A certain type of bacteria reproduces itself at the rate 10%every 5 minutes. After 5 minute it will become double.

Step-by-step explanation:

Step : 1 The primary method of reproduction for bacteria is binary fission, an asexual process in which one cell divides into two. In perfect circumstances, certain bacterial species may double their number every 10-15 minutes by dividing.

Step : 2 Only bacteria and archaea use binary fission as their main method of reproduction. Although they are unable to reproduce sexually, bacteria may transmit genetic material. Through a pilus, two bacteria interact and exchange genetic material (a bacterial structure). This process is called conjugation.

Step : 3  Prokaryotes, which are microorganisms without nuclei, reproduce primarily asexually. Binary fission is the main method of reproduction for bacteria and archaea. Simply said, one cell divides into two identical cells. Binary fission is the mechanism by which bacteria and archaea reproduce asexually by dividing a single cell into two equally sized pieces.

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Answered by tripathiakshita48
1

A certain type of bacteria that reproduces itself at a rate of 10% every 5 minutes would take 50 minutes, for the number of bacteria to double itself.

If a certain type of bacteria reproduces itself at a rate of 10% every 5 minutes, it means that after 5 minutes, the number of bacteria would have increased by 10% of its initial population. To find the time it takes for the number of bacteria to double itself, we need to determine how long it would take for the population to increase by 100%.

The formula for finding the time it takes for the population to double can be calculated using the formula:

T = 5 / r

Where T is the time it takes for the population to double and r is the growth rate expressed as a decimal. In this case, the growth rate is 0.10.

So, substituting the values in the formula, we get:

T = 5 / 0.10

T = 50 minutes

Therefore, it would take 50 minutes, for the number of bacteria to double.

In conclusion, this calculation can be useful in determining the growth rate of bacteria in different conditions and for determining the potential spread of bacterial infections.

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