Question #13892

a rural population (given in thousands) is thought to decline according to the equation p=15e^(-0.1t). if t=0 at the beginning of 1998. calculate the numbers in the population at the beginning of 1990,2000,2016

Expert's answer

1900 -- 33,38311

1900 – 1998 = -8 year

p=15e^(-0.1*(-8))=33,383

2000---12,28096

2000 – 1998 = 2 year

p=15e^(-0.1*(2))= 12,28096

2016 ----2,479483

2016 – 1998 = 18 year

p=15e^(-0.1*(18))= 2,479483

1900 – 1998 = -8 year

p=15e^(-0.1*(-8))=33,383

2000---12,28096

2000 – 1998 = 2 year

p=15e^(-0.1*(2))= 12,28096

2016 ----2,479483

2016 – 1998 = 18 year

p=15e^(-0.1*(18))= 2,479483

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