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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 asA. 25 millionsB. 17 millionsC. 20 millionsD. 18 millions |
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Answer» Correct Answer - B Exponential equation gives populatin growth rate as `(dN)/(dt) = rN` Here,r = intrinsic rate of natural increase N = size of original population `(dN)/(dt)` = Increase in populatin size per unit time (1 year in this case) r is the difference between birth and death rate. `r = 0.028-0.008=0.02` `therefore(dN)/(dt)=0.02xx14" million"= 0.28 " million"` Over 10 years (2005 - 2015), this number will become = 2.8 million. Expected population in 2015 = `(14+2.8)` million = 17 million (approx.) |
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