Finance 205 Chapter 14
Cost of Capital
I) Cost of capital vs. required return
Investors will demand a given return on an investment based on
the investment's non diversifiable risk
investors will dema
Finance 205 Chapter 16 (except 16.9 and 16.10)
Capital Structure
I) Capital Structure decision relate to how much funding should come
from debt versus equity
firms can issue bonds and repurchase stock
MTH 210
Midterm
October 27, 2016
Last/Family Name:
First/Given Name:
Student ID Number:
Instructor (circle):
Hambrook (MWF 10:25)
Zhong (MW 12:30)
Honor Pledge: I affirm that I will not give or receiv
Finance 205 Chapter 13
Risk and Return
I) Expected return is what an investor believes an investment will return
in the future
It is the sum of the returns predicted for every state of nature times
th
11 Mon
10/10/2016
Review remaining LIACC calculations
Review PS 1
Review PS 2
Other test review
LIACC
2016 222
Large, Iconic American Chemical Company
Cash
AR, net of allowances (15, 21)
Inventory
Pre
December 17, 2011 Final Exam Math 165 (Linear Algebra/ Diff. Eq.)
Part A
1. (22 points) Solve the following initial value problems.
(a) E=gy(1)=0-
i r: Kex
33
3:5: , K5
0V r
- d
fjdj X8 XuLX dwarf"
du
Math 165: Linear Algebra/D13 Eq.
Final Exam
December 16, 2012
NAME (please print legihly): M
Your University ID Number:w
indicate your instructor with a check :11 the box:
Mark Herman MWF 10:00 10:50
MATH 165 Exam 2 Review Sheet
Definition and Examples of Vector Spaces
We discussed a very long and abstract definition of a vector space, which you wont be held responsible for. Basically what it mean
MTH 165: Linear Algebra with Differential Equations
2nd Midterm
April 2, 2015
NAME (please print legibly):
Your University ID Number:
Indicate your instructor with a check in the box:
Dummit
Friedmann
MTH 165: Linear Algebra with Differential Equations
2nd Midterm
April 4, 2013
NAME (please print legibly):
Your University ID Number:
Indicate your instructor with a check in the box:
Dan-Andrei Geba
MTH 165: Linear Algebra with Differential Equations
2nd Midterm
April 5, 2012
NAME (please print legibly):
Your University ID Number:
Indicate your instructor with a check in the box:
Dan-Andrei Geba
MTH 165: Linear Algebra with Differential Equations
Second Midterm
November 20, 2014
NAME (please print legibly):
Your University ID Number:
Indicate your instructor with a check in the box:
Doyle
MWF
MATH 165 Exam 1 Review Sheet
First-Order Differential Equations
A general first order differential equation takes the form y 0 = f (x, y) (or equivalently, in differential
notation, dy = f (x, y)dx).
MTH 165: Linear Algebra with Differential Equations
Final Exam
December 16, 2014
NAME (please print legibly):
Your University ID Number:
Indicate your instructor with a check in the box:
Doyle
MWF 10:
MTH 165: Linear Algebra with Differential Equations
Final Exam
May 5, 2014
NAME (please print legibly):
Your University ID Number:
Indicate your instructor with a check in the box:
Friedmann MW 16:50
Math 165: Linear Algebra/Diff. Eq.
Final Exam
December 17, 2011
NAME (please print legibly):
Your University ID Number:
Indicate your instructor with a check in the box:
Mark Herman
MW 2:00 - 3:15 PM
MTH 165: Linear Algebra with Differential Equations
Final Exam
May 4, 2015
NAME (please print legibly):
Your University ID Number:
Indicate your instructor with a check in the box:
Dummit
Friedmann
Pe
MTH 165: Linear Algebra with Differential Equations
Final Exam
May 5, 2014
NAME (please print legibly):
Your University ID Number:
Indicate your instructor with a check in the box:
Friedmann MW 16:50
MTH 165: Linear Algebra with Differential Equations
Final Exam
May 6, 2013
NAME (please print legibly):
Your University ID Number:
Indicate your instructor with a check in the box:
Dan-Andrei Geba
Gio
Math 164: Multivariable Calculus
Midterm Exam 2
November 15, 2012
NAME (please print legibly):
Your University ID Number:
CIRCLE YOUR INSTRUCTOR:
Fili
Madhu
Mahmood
NO calculators, cell phones, iPods
MATH 164
Midterm 2
November 17, 2011
NAME (please print legibly):
Your University ID Number:
Circle your Instructors Name along with the Lecture Time:
Carl Mueller (9:00am)
Mihai Bailesteanu (10:00am)
Math 164: Multidimensional Calculus
Midterm II
Nov 18, 2014 8:00-9:15 am
NAME (please print legibly):
Your University ID Number:
Indicate your instructor with a check in the box:
Rebecca Glover TR
Dou
MATH 164
Midterm 1
October 18, 2011
NAME (please print legibly):
Your University ID Number:
Circle your Instructors Name along with the Lecture Time:
Carl Mueller (9:00am)
Mihai Bailesteanu (10:00am)
Math 164: Multidimensional Calculus
Midterm Exam 2
April 3, 2008
Name (please print legibly):
University ID Number:
Please check the box of your instructor:
Thomas Tucker MWF 1000-1050
Andrew Ledoan M
Solutions to Math 164 Midterm 2, Fall 2014.
1. a) The function is continuous since the denominator is nonzero at (0, 0). Thus the limit is simply
2
the value at (0, 0) which is = 1 .
4
0
b) Along the
Answers to Math 164 Final, Fall 2012.
1. a) 2(x 1) + 2(y 1) 2 3(z 3) = 0,or 2x + 2y 2 3z = 2.
b) Intersection is (2, 2, 0) and distance is 5.
2. The limit does not exist: the limit along x = 0 is whil
Answers to Math 164 Midterm 1, Fall 2014.
1. a) a b = (0)(1) + (5)(1) + (3)(1) = 2.
ab
2
2
b) Scalar component is
=p 2
= .
2
2
|a|
0 + 5 + (3)
34
ab
2
c) Vector projection is
a = (5j 3k).
aa
34
2. Dir
Math 164: Multidimensional Calculus
Midterm I
Oct 16, 2014 8:00-9:15 am
NAME (please print legibly):
Your University ID Number:
Indicate your instructor with a check in the box:
Rebecca Glover TR
Doug
Math 164: Multidimensional Calculus
Final Exam
December 15, 2015
NAME (please print legibly):
Your University ID Number:
Indicate your instructor with a check in the appropriate box:
Bobkova
Chen
Dumm