A certain radioactive isotope decays according to the model y(t) = yo e-0.0002t, where y(t) represents the amount of the isotope left after t years. Question In approximately how many years will there...


A certain radioactive isotope decays according to the model y(t) = yo e-0.0002t, where y(t) represents<br>the amount of the isotope left after t years.<br>Question<br>In approximately how many years will there be 94% of the isotope left?<br>Select a single answer<br>309 years<br>256 years<br>600 years<br>300 years<br>

Extracted text: A certain radioactive isotope decays according to the model y(t) = yo e-0.0002t, where y(t) represents the amount of the isotope left after t years. Question In approximately how many years will there be 94% of the isotope left? Select a single answer 309 years 256 years 600 years 300 years
Review Passage<br>The revenue (R) from the number of sales (2) of a certain videogame is described by the function:<br>R(x) = -0.14x² + 420x<br>Question<br>What is the number of sales of the videogame that maximizes revenue?<br>Select a single answer<br>31,500<br>315,000<br>1,500<br>15,000<br>

Extracted text: Review Passage The revenue (R) from the number of sales (2) of a certain videogame is described by the function: R(x) = -0.14x² + 420x Question What is the number of sales of the videogame that maximizes revenue? Select a single answer 31,500 315,000 1,500 15,000

Jun 04, 2022
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