A population p(t) of 1000 bacteria introduced into nutrient medium grows according to the relation \[p(t)=1000+\frac{1000t}{100+{{t}^{2}}}\]. The maximum size of this bacterial population is [Karnataka CET 2005]

A population p(t) of 1000 bacteria introduced into nutrient medium gro

1.	A population p(t) of 1000 bacteria introduced into nutrient medium grows according to the relation \[p(t)=1000+\frac{1000t}{100+{{t}^{2}}}\]. The maximum size of this bacterial population is [Karnataka CET 2005]
A.	1100
B.	1250
C.	1050
D.	5250
Answer» D. 5250

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A population p(t) of 1000 bacteria introduced into nutrient medium grows according to the relation \[p(t)=1000+\frac{1000t}{100+{{t}^{2}}}\]. The maximum size of this bacterial population is [Karnataka CET 2005]

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