Which of the following examples represent exponential growth. a) A zombie movie where the number of survivors halves every hour. b) The gas in a car that is burned as you drive at a constant speed down a road. c) A colony of bacteria that appears to triple in size every two hours. d) Free Olive Garden breadsticks. The list of numbers 2', 2 , 2, etc. shows what kind of growth? a) Quadratic b) Logarithmic c) Exponential d) Horizontal • The inverse of the function is: a) b) d) An exponential function will: a) Grow more slowly than a quadratic at first but then quickly outgrow it. b) Never outgrow a quadratic. c) Be horizontal all the time. d) Be vertical all the time.
Which of the following examples represent exponential growth. a) A zombie movie where the number of survivors halves every hour. b) The gas in a car that is burned as you drive at a constant speed down a road. c) A colony of bacteria that appears to triple in size every two hours. d) Free Olive Garden breadsticks. The list of numbers 2', 2 , 2, etc. shows what kind of growth? a) Quadratic b) Logarithmic c) Exponential d) Horizontal • The inverse of the function is: a) b) d) An exponential function will: a) Grow more slowly than a quadratic at first but then quickly outgrow it. b) Never outgrow a quadratic. c) Be horizontal all the time. d) Be vertical all the time.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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Transcribed Image Text:Which of the following examples represent exponential growth.
a) A zombie movie where the number of survivors halves every hour.
b) The gas in a car that is burned as you drive at a constant speed down a road.
c) A colony of bacteria that appears to triple in size every two hours.
d) Free Olive Garden breadsticks.
The list of numbers 2' , 2 , 2, etc. shows what kind of growth?
a) Quadratic
b) Logarithmic
c) Exponential
d) Horizontal
The inverse of the function is:
a)
b)
d)
An exponential function will:
a) Grow more slowly than a quadratic at first but then quickly outgrow it.
b) Never outgrow a quadratic.
c) Be horizontal all the time.
d) Be vertical all the time.
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