Suppose that in a certain culture, the equation $\mathcal { Q } ( t ) = 900 e ^ { 0.5 t }$ expresses the number of bacteria present as a function of the time t , where t is expressed in hours. How many bacteria are present at the end of 2 hours? The choices are rounded to the nearest whole.
A)3,670 bacteria
B)6,605 bacteria
C)1,631 bacteria
D)906 bacteria
E)2,446 bacteria

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The Answer of Suppose that in a certain culture, the equation $\mathcal { Q } ( t ) = 900 e ^ { 0.5 t }$ expresses the number of bacteria present as a function of the time t , where t is expressed in hours. How many bacteria are present at the end of 2 hours? The choices are rounded to the nearest whole.
A)3,670 bacteria
B)6,605 bacteria
C)1,631 bacteria
D)906 bacteria
E)2,446 bacteria

Suppose That in a Certain Culture, the Equation Q(t)=900e0.5t\mathcal { Q } ( t ) = 900 e ^ { 0.5 t }Q(t)=900e0.5t

Suppose That in a Certain Culture, the Equation $\mathcal { Q } ( t ) = 900 e ^ { 0.5 t }$