Question #6 The area in square meters of a pond covered by an aigae bloom decreases exponentially after a treatment is applied Part A: Fill out the table, giving the area covered by the algae in square meters d days after the treatment is applied. Days 0 1 3. area 150 75 Question #6 Part B Another pond has an algae bloom that is also decreasing exponentally The area of this bloom in square meters is given by the function B (d) = 100 - 27 where d is days since the first measurement of the bloom Which of the two algae blooms was larger intially? Which is decreasing more quickly Explain how you know B

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section5.3: The Natural Exponential Function
Problem 27E
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Question #6
The area in square meters of a pond covered by an algae bloom decreases exponentially after a treatment is applied
Part A: Fill out the table, giving the area covered by the algae in square meters d days after the treatment is applied.
Days 0
1
2 3
4.
area 150
75
Question #6
Part B Another pond has an algae bloom that is also decreasing exponentially The area of this bloom in square meters is given by the function B (d) = 100 - 27 where d is days since the first measurement of the bloom Which of the two algae blooms was
larger initially? Which is decreasing more quickly Explain how you know
B
Transcribed Image Text:Question #6 The area in square meters of a pond covered by an algae bloom decreases exponentially after a treatment is applied Part A: Fill out the table, giving the area covered by the algae in square meters d days after the treatment is applied. Days 0 1 2 3 4. area 150 75 Question #6 Part B Another pond has an algae bloom that is also decreasing exponentially The area of this bloom in square meters is given by the function B (d) = 100 - 27 where d is days since the first measurement of the bloom Which of the two algae blooms was larger initially? Which is decreasing more quickly Explain how you know B
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