ction Grab a marker! y= 35e .05t Base e X e = y exponential equation where y = number of rabbits Iny = log(y)=x equivalent t = number years ①Complete this table. Round to hearest whole # of rabbits log exponential (General base b b=Y exp. egn t 10/10/20/30 ། o ། 2༠ ། 1096y=x log egn 40 50 * specific examples ly or! F Review 9:45-11:15 Review 10:30-12 days - 8:10-10-10AM - 10:40-12:40 ferent from PM Sketch graph of y(t) for ost≤50. Find yo) and interpret. of inverse functions ④ When will there be 70 rabbits? (Nearest tenth of year) asual class time •Solve graphically (GC) -Solve algebraically subst y=70 -isolate exponential e .05t -rewrite as log equivalent log equation -isolate t, calc & round. Use either graphical or algebraic method: How long does it take to go from: a) 70 to 140 rabbits b) 140 to 280 rabbits. 50 to 100 rabbits dy General conclusion?

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Calculus I 

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ction
Grab a marker!
y= 35e
.05t
Base e
X
e = y exponential
equation
where y = number of rabbits Iny = log(y)=x equivalent
t =
number
years
①Complete this table. Round to
hearest whole # of rabbits
log exponential
(General base b
b=Y
exp. egn
t
10/10/20/30
། o ། 2༠ །
1096y=x
log egn
40 50
* specific
examples
ly
or!
F
Review
9:45-11:15
Review
10:30-12
days
- 8:10-10-10AM
- 10:40-12:40
ferent from
PM
Sketch graph of y(t) for ost≤50.
Find yo) and interpret.
of
inverse
functions
④ When will there be 70 rabbits? (Nearest tenth of year)
asual class time
•Solve graphically (GC)
-Solve algebraically
subst y=70
-isolate exponential e
.05t
-rewrite as log equivalent log equation
-isolate t, calc & round.
Use either graphical or algebraic method:
How long does it take to go from:
a) 70 to 140 rabbits
b) 140 to 280 rabbits.
50 to 100 rabbits
dy General conclusion?
Transcribed Image Text:ction Grab a marker! y= 35e .05t Base e X e = y exponential equation where y = number of rabbits Iny = log(y)=x equivalent t = number years ①Complete this table. Round to hearest whole # of rabbits log exponential (General base b b=Y exp. egn t 10/10/20/30 ། o ། 2༠ ། 1096y=x log egn 40 50 * specific examples ly or! F Review 9:45-11:15 Review 10:30-12 days - 8:10-10-10AM - 10:40-12:40 ferent from PM Sketch graph of y(t) for ost≤50. Find yo) and interpret. of inverse functions ④ When will there be 70 rabbits? (Nearest tenth of year) asual class time •Solve graphically (GC) -Solve algebraically subst y=70 -isolate exponential e .05t -rewrite as log equivalent log equation -isolate t, calc & round. Use either graphical or algebraic method: How long does it take to go from: a) 70 to 140 rabbits b) 140 to 280 rabbits. 50 to 100 rabbits dy General conclusion?
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