In 2005, for each of the 14 million people presen

Question

In 2005, for each of the 14 million people present in a country, 0.028 were born and 0.008 died during the year. Using exponential equation, the number of people present in 2015 is predicted as:a. 25 millionsb. 17 millionsc. 20 millionsd. 18 millions

Beenu Mathew · Accepted Answer

HI,u would have seen this weird formula in organisms n populations chapter n ieNt= No * ertwherer is theintrinsic rate of natural increase andt- time periodr can be calculated as follows r=b-die birthrate – death ratein this q b=0.028d= 0.008 , therefore b-d=.020Nt = 14 million * e.020 * 10(by the way the time period is 10 years ie from 2005-2010)plug in the values and after solving you will getNt=17 million HOPE THIS HELPSJEHOYESJIRA

Botany> In 2005, for each of the 14 million peopl...

In 2005, for each of the 14 million people present in a country, 0.028 were born and 0.008 died during the year. Using exponential equation, the number of people present in 2015 is predicted as:a. 25 millionsb. 17 millionsc. 20 millionsd. 18 millions

Akshat Jain , 9 Years ago

Beenu Mathew

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Botany> In 2005, for each of the 14 million peopl...

In 2005, for each of the 14 million people present in a country, 0.028 were born and 0.008 died during the year. Using exponential equation, the number of people present in 2015 is predicted as:a. 25 millionsb. 17 millionsc. 20 millionsd. 18 millions

Akshat Jain , 9 Years ago

Beenu Mathew

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