What is the doubling time of quantity Q growing exponentially according to the formula $Q(t)=Q 5^{t}$
? Round to 2 decimal places.

Name: What is the doubling time of quantity Q growing exponentially according to the formula $Q(t)=Q 5^{t}$ ? Round to 2 decimal places.
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Question

What is the doubling time of quantity Q growing exponentially according to the formula $Q(t)=Q 5^{t}$
 ? Round to 2 decimal places.

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The Answer of What is the doubling time of quantity Q growing exponentially according to the formula $Q(t)=Q 5^{t}$
 ? Round to 2 decimal places.

What Is the Doubling Time of Quantity Q Growing Exponentially Q(t)=Q5tQ(t)=Q 5^{t}Q(t)=Q5t

What Is the Doubling Time of Quantity Q Growing Exponentially $Q(t)=Q 5^{t}$