TEST 2
Math 2260 TH E KEY
March 7', 2013 Name:
by writing my name i swear by the honor code
Read all of the following information before starting the exam:
0 No calculators are allowed.
0 Do not simplify your answer much.
0 Show all work, clearly and in
2
Problem 1. Find the limit of the following sequence Problem 2. Does the following series converge?
DO
n2+n+l
n21
Justify your answer using appropriate tests.
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_ TEST 1
Math 2260 TH E \< E >/
Feb 8, 2013 Name:
by writing my name i swear by the honor code
Read all of the following information before starting the exam:
0 No calculators are allowed.
0 Do not simplify your answer much.
0 Show all work, clearly and 1
Cantarella
MATH 2250
Math 2250 Lab #1: Tennis Ball Missile Defense
PREDICTING THE TRAJECTORY OF THE INCOMING BALL
1. We first need to find a specific equation to represent the horizontal motion of the
incoming tennis ball. The tennis ball will move with a
VERSION A
MATH 2250
FINAL EXAMINATION
May 1, 2014
Directions: You may use only a T130 calculator. If you use a calculator, give decimal
answers correct to three (3) decimal places. No cell phones, laptops, tablets, books, or notes
are allowed at or near y
VERSION A
MATH 2250
FINAL EXAMINATION
Dec 11, 2014
Directions: You have 3 hours to complete 15 questions worth 200 total points. You may
use only a T130 calculator. If you use a calculator, give decimal answers correct to three (3)
decimal places No cell
Final Exam Review MATH 2250, Fall 2016
EXAM DATE/TIME: Thurs.,Dec.8
7:0010:00pm
Location announced by your instructor.
Definitions and Theorems to State:
The (limit) definition of the derivative f (x)
Mean Value Theorem
The definition of continuity at x=a
MIST 2090: Introduction to Information Systems
Spring Semester 2016 Dr. Mark W. Huber
University of Georgia Terry College of Business MIS
Department
The course syllabus is a general plan for the course; deviations announced to the class by the instr
MIST 2090 Project Management (Days 7-9) Study guide Spring 2016 Dr. Huber
SDLC and Project Management Slide Decks:
A project is a temporary endeavor undertaken to create a unique product, service, or result.
Project Management is the application of knowle
Math 2250
Evan Fink
Practice Midterm 2
10/4/2012
Practice Midterm II
1. Find the derivatives of the following functions. You do not have to simplify your
answers.
a. f (x) = cscx + arcsinx + ln x + 3x
b. g(x) = sin(x) x2 + 1
c. h(x) = sin(x x2 + 1)
d. k(x
Math 2250
Evan Fink
Practice Midterm 3
11/7/2012
1. Calculate the following. (10 points)
a.
6
i=4 (3i
b.
(3z 2 + z + 1)dz
c.
1)
1
1
1
+ + 3x dx
2
x
x
1x
1
2. Let f (x) = x3 + 6x2 + 9x. (a-e: 20 points, f: 10 points)
a. Is this function even, odd, or neit
Math 2260, Spring 2014, Practice Sheet for Exam 1
1. Compute the following integrals (various diculty levels):
i.
sin3 xdx
ii.
sin4 xdx
iii.
sin3 x cos2 xdx
iv.
tan2 (2x)dx
ex sin xdx
v.
0
vi.
x5 x2 + 1dx
vii.
2x
dx
x(x 5)
viii.
x4 + x + x2
dx
x2 + 1
ix.
Math 2260, Spring 2014, Practice Sheet for Exam 1
1. Find the area of the regions described below:
a. The area between the graph of the function 2 sin x+3 and the x-axis, for 0 x /2.
b. The area between the graph of the function sin x and the x axis, for