A town has a population of 2000 and grows at 4% every year. What will be the population after 15 years, to the nearest whole number?
x(n)−population after n yearsx(n)=x(0)⋅1.04n=2000⋅1.04nx(15)=2000⋅1.0415=3601.89≈3602x\left( n \right) -population\,\,after\,\,n\,\,years\\x\left( n \right) =x\left( 0 \right) \cdot 1.04^n=2000\cdot 1.04^n\\x\left( 15 \right) =2000\cdot 1.04^{15}=3601.89\approx 3602x(n)−populationafternyearsx(n)=x(0)⋅1.04n=2000⋅1.04nx(15)=2000⋅1.0415=3601.89≈3602
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