A colony of bacteria grows according to the uninhibited growth model. Suppose there is 18 g of bacteria on Monday and 54 g of bacteria on Wednesday.
(a) Find a function that gives the amount of bacteria in grams after t days. (Use the variable a to represent the initial amount.)
A(t) =

(b) What is the doubling time for the colony? (Round your answer to 2 decimal places.)
days
A colony of bacteria grows according to the uninhibited growth model. Suppose there is 18 g of bacteria on Monday and 54 g of bacteria on Wednesday.
(a) Find a function that gives the amount of bacteria in grams aft

Question

A colony of bacteria grows according to the uninhibited growth model. Suppose there is 18 g of bacteria on Monday and 54 g of bacteria on Wednesday.
(a) Find a function that gives the amount of bacteria in grams after t days. (Use the variable a to represent the initial amount.)
A(t) =

(b) What is the doubling time for the colony? (Round your answer to 2 decimal places.)
  days
 A colony of bacteria grows according to the uninhibited growth model. Suppose there is 18 g of bacteria on Monday and 54 g of bacteria on Wednesday.
(a) Find a function that gives the amount of bacteria in grams aft

anonymous · Answer

A colony of bacteria grows according to the uninhibited growth model. Suppose there is 11 g of bacteria on Monday and 33 g of bacteria on Wednesday.
(a) Find a function that gives the amount of bacteria in grams after t days. (Use the variable a to represent the initial amount.)

anonymous · Answer

what is the doubling time?