IM Alg1.5.5 Lesson: Representing Exponential Decay

Use the patterns you notice to complete the tables. Table A:
Table B:
[size=150]In order to control an algae bloom in a lake, scientists introduce some treatment products. [br][br]Once the treatment begins, the area covered by algae [math]A[/math], in square yards, is given by the equation [math]A=240\cdot\left(\frac{1}{3}\right)^t[/math]. Time, [math]t[/math], is measured in weeks.[/size][br][br][img]data:image/png;base64,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[/img][br][br]In the equation, what does the 240 tell us about the algae?
What does the [math]\frac{1}{3}[/math] tell us?
[size=150]Create a graph to represent [math]A=240\cdot\left(\frac{1}{3}\right)^t[/math] when t is 0, 1, 2, 3, and 4. Think carefully about how you choose the scale for the axes. If you get stuck, consider creating a table of values.[/size]
About how many square yards will the algae cover after 2.5 weeks? Explain your reasoning.
The scientists estimate that to keep the algae bloom from spreading after the treatment concludes, they will need to get the area covered under one square foot. How many weeks should they run the treatment in order to achieve this?
A patient who is diabetic receives 100 micrograms of insulin. The graph shows the amount of insulin, in micrograms, remaining in his bloodstream over time, in minutes.
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[/img][br]Scientists have found that the amount of insulin in a patient’s body changes exponentially. How can you check if the graph supports the scientists’ claim?
How much insulin broke down in the first minute? What fraction of the original insulin is that?
How much insulin broke down in the second minute? What fraction is that of the amount one minute earlier?
What fraction of insulin remains in the bloodstream for each minute that passes? Explain your reasoning.[br]
Complete the table to show the predicted amount of insulin 4 and 5 minutes after injection.
Describe how you would find how many micrograms of insulin remain in his bloodstream after 10 minutes. After [math]m[/math] minutes?

IM Alg1.5.5 Practice: Representing Exponential Decay

[size=150]A population [math]p[/math] of migrating butterflies satisfies the equation [math]p=100,000\cdot\left(\frac{4}{5}\right)^w[/math] where [math]w[/math] is the number of weeks since they began their migration.[br][br][size=100]Complete the table with the population after different numbers of weeks.[/size][/size]
Graph the butterfly population. Think carefully about how to choose a scale for the axes.
What is the vertical intercept of the graph? What does it tell you about the butterfly population?
About when does the butterfly population reach 50,000?
The graph shows the amount of a chemical in a water sample. It is decreasing exponentially.
[img]data:image/png;base64,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[/img][br]Find the coordinates of the points labeled [math]A[/math], [math]B[/math], and [math]C[/math]. Explain your reasoning. 
The graphs shows the amount of a chemical in a water sample at different times after it was first measured.
[img]data:image/png;base64,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[/img][br]Select [b]all[/b] statements that are true.
The graph shows the amount of a chemical in a patient's body at different times measured in hours since the levels were first checked.
[img]data:image/png;base64,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[/img][br]Could the amount of this chemical in the patient be decaying exponentially? Explain how you know.
[size=150]The height of a plant in mm is 7. It doubles each week. Select [b]all[/b] expressions that represent the height of the plant, in mm, after 4 weeks.[/size]
The number of people who have read a new book is 300 at the beginning January. The number of people who have read the book doubles each month. Use this information to complete the table.
What do you notice about the difference in the number of people who have read the book from month to month?[br]
What do you notice about the factor by which the number of people changes each month?[br]
If [math]n[/math] people have read the book one month, how many people will have read the book the following month?
Solve each system of equations.
[math]\begin{cases} x+y=2 \\ \text-3x-y=5 \\ \end{cases}[/math]
[math]\begin{cases} \frac12x +2y = \text-13 \\ x-4y=8 \\ \end{cases}[/math]

Information