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 I Y 3 √ D

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section5.2: Exponential Functions
Problem 78E
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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
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
O10000 Word Lmi
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 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 O10000 Word Lmi
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