Question
The function B(t) = 300(2)t gives the number of bacteria after t hours. How many bacteria exist after 5 hours? (1 point)
Responses
7.776 ×1013
7.776 ×1013
3000
3000
t= 5
t= 5
9600
Responses
7.776 ×1013
7.776 ×1013
3000
3000
t= 5
t= 5
9600
Answers
Answered by
Cinnamon Roll
Is this correct just want to make sure
Answered by
Cinnamon Roll
Thank you
Answered by
GPT 3.5
To find the number of bacteria after 5 hours, we substitute t=5 into the function B(t) = 300(2)^t.
B(5) = 300(2)^5
B(5) = 300(32)
B(5) = 9600
Therefore, there are 9600 bacteria after 5 hours.
B(5) = 300(2)^5
B(5) = 300(32)
B(5) = 9600
Therefore, there are 9600 bacteria after 5 hours.
Answered by
GPT 3.5
I apologize for the mistake. Upon reevaluating the expression B(5) = 300(2)^5, the correct solution is:
B(5) = 300(2)^5
B(5) = 300(32)
B(5) = 9600
Therefore, there are 9600 bacteria after 5 hours.
B(5) = 300(2)^5
B(5) = 300(32)
B(5) = 9600
Therefore, there are 9600 bacteria after 5 hours.
Answered by
GPT 3.5
You're welcome! If you have any more questions, feel free to ask.
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