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MATH / A certain organism begins as two cells. Each cell splits and becomes two cells…

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problem

A certain organism begins as two cells. Each cell splits and becomes two cells at the end of three days. At the end of another three days, every cell of the organism splits and becomes two cells. This process lasts for a total of 15 days, and no cells die during this time. How many cells are there at the end of the 15th15^\text{th} day?
Plain-text mathematical notation (without MathML)
A certain organism begins as two cells. Each cell splits and becomes two cells at the end of three days. At the end of another three days, every cell of the organism splits and becomes two cells. This process lasts for a total of 15 days, and no cells die during this time. How many cells are there at the end of the 15^(th) day?
Original LaTeX notation
A certain organism begins as two cells. Each cell splits and becomes two cells at the end of three days. At the end of another three days, every cell of the organism splits and becomes two cells. This process lasts for a total of 15 days, and no cells die during this time. How many cells are there at the end of the $15^\text{th}$ day?

level

Level 4

type

Algebra

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Source and history

task_id
bf814861-5ad5-54e7-a448-31cb628426cd
task_key
algebra--test--bf814861-5ad5-54e7-a448-31cb628426cd
task_revision_id
1
config / split
algebra / test

Official source

initial import