E
X
A
M
4
100
What days are SI sessions?
Monday, Tuesday, Thursday
100
How many times does Dr. Rivera's Math 1111-01 meet per week? What days?
2 times Tuesdays and Thursdays
100
What is Dr. Rivera's first name?
Sheila
100
What is Maddie's major?
English
100
How many students were initially enrolled in Dr. Rivera's Math 1111-01 class?
160
200
What chapters and sections will this exam be over?
3.4, 3.5, & 7.1
200
Where is the EXCEL center?
UCC
200
Where is Dr. Rivera's Math 1111-01 class held?
Merion Crider Lecture Hall/ Boyd
200
How much longer do we have until Winter break?
This week and next! :)
200
What is Dr. Rivera's website for her classes? hint: www.westga.edu/ . . .
300
5^x-3=137
x=(log137/log5)+3 Exact Answer x~6.06 Approx Answer
300
The Half Life of radioactive plutonium 239 is 25,000 yrs. If 16 grams are initially present after 125,000 years? A=Ao e^kt
A=.5 grams
300
A wine company needs to blend a wine with 5% Alcohol content and a french wine with a 9% Alcohol content to obtain 200-gallons of wine with a 7% alcohol content. How many gallons of each kind of wine must be used?
100 gallons of 5% 100 gallons of 9%
300
ln e^x - ln e^3 = lne^6
x=9
300
6x+2y=7
No Solution
400
log (base 6) (x+5) +log (base 6) X=2
x=4 (x cannot equal -9 because why?)
400
Find the Exponential growth model given the following data: yr 2000 ->pop was 3.2 million yr 2050 ->pop will be 12 million A=Ao e^kt
A=Ao e^.0264t
400
Decay: 1/2 life of Thorium-229 is 7340 years. How long will it take for this substance to decay to 20% of the original amount? A=Ao e^kt
17,049 years (this is from notes on 11/14/13 Section 3.5 #4)
400
2x+5y=1
(-2,1)
400
5e^x=23
x=ln(23/5) Exact Answer x~1.53 Approx Answer
500
log(x+7)-log3=log(7x+1)
x=1/5
500
When will the population reach 15 million? yr 2000 ->pop was 3.2 million yr 2050 ->pop will be 12 million A=Ao e^kt
Year 2059 ->59 years
500
In 2010 the pop in Asia was 4121 million In 2050 it is projected to be 5231 million Write an exp. growth model to model the given data.
A=Ao e^.006 (this is from notes on 11/14/13 Section 3.5 #4)
500
e^x+1= 1/e
x=-2
500
log (base 2) (x-1) - log (base 2) (x+3)= log (base 2) (1/x)
x=3