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Georgia Tech - CHEM - 1310
CHAPTER 5: GasesChemistry of Gases Pressure and Boyles Law Temperature and Charles Law The Ideal Gas Law Chemical Calculations of Gases Mixtures of Gases Kinetic Theory of Gases Real GasesCHEM 1310 A/B Fall 2006Gases The states of matter: Gas:
Georgia Tech - CHEM - 1310
CHAPTER 12: Redox Reactions and Electrochemistry Recall GERtrude and LEO Gain of Electrons Reduction Loss of Electrons Oxidation Goals of Chapter: Understand redox reactions in detail Review oxidation numbers Learn electrochemical techniques
Georgia Tech - CHEM - 6472
CHEM 6472: Quantum Mechanics IR Spectroscopy Sample Questions(Not to turn in) 1. For a nonlinear molecule with N atoms, how many vibrational modes does it have? 2. Explain why a molecule with low symmetry is likely to have all its IR modes active. 3
Georgia Tech - CHEM - 1310
CHAPTER 13: Electrochemistry and Cell Voltage In this chapter: More about redox reactions Cells, standard states, voltages, half-cell potentials Relationship between G and voltage and electrical work Equilibrium constants from electrochemistry
Georgia Tech - CHEM - 1310
CHAPTER 11: Spontaneous Change and Equilibrium Goal of chapter: Be able to predict which direction a reaction will go (cases where there is not necessarily an equilibrium) At high temperatures, ice always melts instead of getting colder. (This is en
Georgia Tech - PHYSICS - 2021
THE SOLAR SYSTEM Physics 2021 Fall 2008Time: Instructor: Office: Email: Web Page: Text: 11 MWF J. R. Sowell W102 Physics Building jim.sowell@physics.gatech.edu http:/www.astronomy.gatech.edu Pathways to Astronomy, by Schneider & Arny COURSE POLICY
Georgia Tech - PHYSICS - 2021
PROBLEM SET 2 SOLUTIONSPhysics 20211. If phases are caused by the Earth's shadow, the curved terminator on the crescent and gibbous moons would indicate that both edges of the Earth are curved. However, at the quarter phases the terminator is strai
Georgia Tech - PHYSICS - 2021
PROBLEM SET 3 SOLUTIONSPhysics 20211. 1.4 deg x 60 arcmin/deg = 84 arcmin 84 arcmin x 60 arcsec/arcmin = 5040 arcsec d = 206,265 (D / ) a. b. c. d = 206,265 [( 2.6 cm ) / ( 3600 arcsec/deg )] = 150 cm = 1.50 m d = 206,265 [( 2.6 cm ) / ( 60 arcsec/
Georgia Tech - PHYSICS - 2021
PROBLEM SET 5 SOLUTIONSPhysics 20211. d = c t = (3 x 105 km/s) (4 hr) (3600 sec/hr) = 4.3 x 109 km c = f Fs 1 / ds2 = c / f = (3 x 108 m/s) / (3 x 1016 /s) = 1 x 10-8 m = 10 nm (X-ray) Fe 1 / de22.3.Fs / Fe = de2 / ds2 = (1 / 10)2 = 0.01 t
Georgia Tech - PHYSICS - 2021
PROBLEM SET 1 SOLUTIONSPhysics 20211. = 14 x 109 years x 365.25 days/year x 24 hr/day x 60 min/hr x 60 sec/min = 4.42 x 1017 seconds2a. 2b.Yes, if you are standing at one of the poles, all of the stars are circumpolar. Yes, if you are standing
Georgia Tech - PHYSICS - 2021
PROBLEM SET 11 SOLUTIONSPhysics 20211. The time between oppositions is the synodic period. E = 1 yr S-1 = E-1 P-1 S-1 = 1 (1.88) -1 = 0.468 S = 2.14 years (Earth Orbits) P = 1.88 yr P-1 = E-1 S-12.14 / 1.88 = 1.14 (Mars Orbits)2.Mars appea
Georgia Tech - PHYSICS - 2021
PROBLEM SET 7Physics 20211. A blackbody is brightest at a wavelength of 800 nm. At what wavelength would the blackbody be brightest if its temperature were tripled? 2. A blackbody has a temperature of 5 K. At what wavelength is it brightest? 3. Two
Georgia Tech - PHYSICS - 2021
PROBLEM SET 10Physics 20211. Find the largest angular size that Mercury can have as seen from the Earth. In order for Mercury to have this apparent size, at what point in its orbit must it be? 2. Suppose you have a superb telescope that can resolve
Georgia Tech - PHYSICS - 2021
PROBLEM SET 4Physics 20211. What is the orbital semi-major axis of a planet with a sidereal period of 25 years? 2. An asteroid is 2 AU from the Sun at perihelion and 6 AU from the Sun at aphelion. (a) Find the semi-major axis of the asteroids orbit
Georgia Tech - PHYSICS - 2021
PROBLEM SET 9Physics 20211. The angular diameter and distance of the Moon are 31 arcminutes and 384,400 km. Use the small angle equation to find the linear diameter of the Moon. 2. What is the angular diameter of the Earth as seen from the Moon? 3.
Georgia Tech - PHYSICS - 2021
PROBLEM SET 13Physics 20211. Demonstrate that Callisto obeys Kepler's Third Law. 2. Suppose the orbital period of one moon is exactly five-fourths as long as the orbital period of another. How often would the two moons pass one another as they orbi
Georgia Tech - PHYSICS - 2021
PROBLEM SET 12Physics 20211. What percentage of all planetary material in the Solar System is contained in Jupiter? 2. What is the ratio of Jupiter's volume to the volume of the Earth? 3. Using orbital data for a Galilean moon of your choice, calcu
Georgia Tech - MATH - 4032
MATH 4032 Test 2 Solutions, April 11, 2008, WTT Problem 1. Let n 3 and let Sn denote the shift graph with index set {1, 2, . . . , n}. Show that if k is a positive intger and n 2k , then (Sn ) k. Proof. We show that the shift graph Sn has a k-colo
Georgia Tech - MATH - 3012
MATH 3012 Homework Problems and Solutions Chapter 2, Spring 2009, WTT and MTKNote: These problems are grouped into two categories. The rst set consists of basic problems that everyone who expects to pass the course should be able to do. The second s
Georgia Tech - MATH - 2605
Solution for selected problems from chapter 4 Section 1: Problem 1 3 6 Problem 3 1 1 1 = 2 1 1 2 0 7 1 1 1 1 1 1 2 3 4 = 7 13 3 2 3 0 1 2 10 1 13 3 3 2Section 2: Problem 1 |z| = 4 2Problem 3 z= z1 z2 , z = z2 z1|z|2 = |z1 |2 + |z2 |2 = |z
Georgia Tech - MATH - 2605
Pratice Test 1B for Math2605, Spring 2004 Problem 1 a) Calculate the gradient of the function f (x, y, z) = x4 + y 4 + z 4 + xyz at the point (1, 2, 1). b) Find the linear approximation of the function f (x, yz) at the point (1, 2, 1). c) Calculate t
Georgia Tech - MATH - 2605
Pratice Test 1A for Math2605, Spring 2004 Problem 1 Consider the function f (x, y) = x4 + y 4 4xy . a) Calculate the gradient at the point x0 = (21/4 , 0). b) Find the equation for the line tangent to the curve f (x, y) = f (x0 ). c) Find all the po
Georgia Tech - MATH - 2605
Pratice Test 1A for Math2605, Spring 2004 Problem 1 Find the maximum value of the function 1+ x2 1 + (y 1)2on the set given by all pairs (x, y), such that x2 y 2 1. Find all the points where the maximal value is attained. Problem 2 a) Apply one
Georgia Tech - MATH - 2605
Solutions to practice test 3B Problem I: a) 1 1 2 Q= 2 1 5 1 5 7 R= 5 0 9 b) 1 5 1 + 3i U= 35 1 3i 5 U AU = c) eAt = 1 sin(3t) + 3 cos(3t) 5 sin(3t) 3 2 sin(3t) sin(2t) + 3 cos(3t) 3i 119 + 42i 0 105iProblem II: a) x (t) = b) T(t) = sin t co
Georgia Tech - MATH - 2605
Chapter 4 of Calculus+ : The Nonsymmetric Eigenvalue Problemby Eric A Carlen Professor of Mathematics Georgia Techc 2003 by the author, all rights reserved 1-1Table of Contents Overview . . . . . . . . . . . . . . . . . . . . . . . . . . . . . .
Georgia Tech - MATH - 4317
Analysis HomeworkSoniya Khan, Russel Krenek, Brendy Gallien, Matias Perez November 13, 20081) 1 proof: 2 0 1 2 Let the partition P = n , n , ., n1 , 1 . Therefore we have that xi = n 1 xi xi1 = n Now since f (x) is an increasing function on the in
Georgia Tech - MATH - 4280
MATH 4280 Hurley homework problem 2008February 27,1. There is test, commonly referred to as the quadruple test, given to pregnant women during the second trimester to detect fetuses with an increased risk of Downs Syndrome, among other conditi
Georgia Tech - MATH - 4280
MATH 4280 Hurley homework problem January 30, 20081 1. Let S be a source with probabilities 1 , 1 , 1 , 12 . 3 3 4(a) What is the average word length of a binary optimal code for S? (b) What are the possible word lengths l1 , l2 , l3 , l4 for a
Georgia Tech - MATH - 4280
MATH 4280 Hurley homework problem February 1, 20081. Find an r-ary Human encoding for a source with the probabilities pi = 0.3, 0.2, 0.2, 0.1, 0.1, 0.1 for r = 3 and r = 4 2. Find an r-ary Human encoding for a source with the probabilities pi = 0
Georgia Tech - MATH - 3012
MATH3012 Review for Test 1 Test 1 will cover the following sections: 1.11.4, 4.14.5, 5.15.3 and 5.5. The test problems will be similar to the problems assigned and examples given in the class. A formula sheet is allowed (but no example problems). No
Georgia Tech - MATH - 6338
MATH 6338HOMEWORK #2Due date: June 11, 2008Work the following problems and hand in your solutions. You may work together with other people in the class, but you must each write up your solutions independently. A subset of these will be selected
Georgia Tech - MATH - 1502
MATH 1502QUIZNAME: March 3, 2005Answer the following questions clearly and completely. You must provide work clearly justifying your solution. (10 points) 1. Determine whether the following innite series converges.k=12k + sin(k 2 ) k5 + 1
Georgia Tech - MATH - 6338
MATH 6338HOMEWORK #3Due date: June 30, 2008Work the following problems and hand in your solutions. You may work together with other people in the class, but you must each write up your solutions independently. A subset of these will be selected
Georgia Tech - MATH - 1522
MATH 1522 CQUIZ #5NAME: December 2, 2005Answer the following questions clearly and completely. 1 5 1. Let u1 = 1 and u2 = 1 . Let V = span{u1 , u2 }. 1 2 (8 points) a. Use the Gram-Schmidt procedure to nd an orthogonal basis for V .(Pr
Georgia Tech - MATH - 1522
MATH 1522 CQUIZ #3NAME: October 21, 2005Answer the following questions clearly and completely. 2 0 1. Let A = 3 1 1 2 1 1 2 0 1 3 3 0 . 2 0(6 points) a. Compute det(A) by using cofactors to reduce the 4 4 determinant to a sum of 3 3 dete
Georgia Tech - MATH - 4107
MATH 4107HOMEWORK #4DUE: April 9, 2007Work the following problems and hand in your solutions. You may work together with other people in the class, but you must each write up your solutions independently. A subset of these will be selected for
Georgia Tech - MATH - 6338
MATH 6328HOMEWORK #4DUE: April 13, 2006Work the following problems and hand in your solutions. You may work together with other people in the class, but you must each write up your solutions independently. A subset of these will be selected for
Georgia Tech - MATH - 4317
MATH 4317HOMEWORK #1DUE: August 29, 2003Work the following problems and hand in your solutions. You may work together with other people in the class, but you must each write up your solutions independently. NOTES. Your grade on this and every h
Georgia Tech - MATH - 2406
MATH 2406EXAM INAME: September 27, 2004Answer the following questions clearly and completely. PROVIDE PROOF, WORK, OR EXPLANATION FOR EACH PART OF PROBLEMS 24. There are 35 points total. NOTE: Throughout this exam, you can assume that scalars a
Georgia Tech - MATH - 6338
MATH 6338HOMEWORK #4Due date: July 11, 2008Work the following problems and hand in your solutions. You may work together with other people in the class, but you must each write up your solutions independently. A subset of these will be selected
Georgia Tech - MATH - 2406
MATH 2406EXAM 2NAME: November 8, 2004Answer the following questions clearly and completely. PROVIDE PROOF, WORK, OR EXPLANATION FOR EACH PART. There are 35 points total. NOTE: Throughout this exam, you can assume that scalars are real. (8 point
Georgia Tech - MATH - 2406
MATH 2406HOMEWORK #1DUE: September 1, 2004Work the following problems and hand in your solutions. You may work together with other people in the class, but you must each write up your solutions independently. A subset of these will be selected
Georgia Tech - MATH - 2406
MATH 2406FINAL EXAMNAME: December 6, 2004Answer the following questions clearly and completely. PROVIDE PROOF, WORK, OR EXPLANATION FOR EACH PART. There are 55 points total, plus 5 points extra credit. NOTE: Throughout this exam, you can assume
Georgia Tech - MATH - 4317
MATH 4317HOMEWORK #5DUE: November 12, 2003Work the following problems and hand in your solutions. You may work together with other people in the class, but you must each write up your solutions independently. A subset of these will be selected
Georgia Tech - MATH - 1522
MATH 1522 CQUIZ #2NAME: October 21, 2005Answer the following questions clearly and completely. (9 points) 1. Let A = 1 2 0 0 3 1 , B= , x= . 1 2 1 1 1 2 Either compute the following products or write Undened if not dened. a. AB =b. xT A =c.
Georgia Tech - MATH - 6338
MATH 6328HOMEWORK #2DUE: February 12, 2007Work the following problems and hand in your solutions. You may work together with other people in the class, but you must each write up your solutions independently. A subset of these will be selected
Georgia Tech - MATH - 7337
MATH 7337FINAL EXAMDUE: Noon, December 13, 2006Work the following problems and hand in your solutions. YOU MUST WORK INDEPENDENTLY. You may use any book or your notes, but you may not use anyone elses notes. You may not discuss this exam with a
Georgia Tech - MATH - 6338
Georgia Tech - MATH - 1502
MATH 1502EXAM #2NAME: March 10, 2005Answer the following questions clearly and completely. Unless otherwise specied, you must provide work justifying your solution. Use the back of the page for scratchwork if needed, but clearly indicate if any
Georgia Tech - ALGS - 06
Cryptography and RSA1 RSACryptography is concerned with the following scenario: Two people we shall call them Alice and Bob wish to communicate in the presence of an eavesdropper Eve. Suppose that Alice wants to send to Bob secret message x. Crypto
Georgia Tech - MATH - 2403
1. Find general solutions of the following equations: (a) (y 2 + 1)y + et = 0 (b) y + 2. Solve the following Initial Value Problems: (a) y + (b) 1 sin t y= ; 2(t + 1) t+1 y(0) = 1 et 2 y= t+1 (t + 1)2 2 + cos t (y 2 2 2y + 2)earctan t = 0; y t
Georgia Tech - MATH - 3012
The following facts may be useful on your quiz on Friday (and will also be given to you on the quiz itself). Geometric Series: The following two relationships hold for every a and every r.a + ar + ar2 + ar3 + + arn =a - arn+1 1-r a 1-ra + ar
Georgia Tech - IPSTETD - 276
Georgia Tech - IPSTETD - 55
Georgia Tech - IPSTETD - 95
Georgia Tech - IPSTETD - 76
Georgia Tech - ETD - 03302005
Georgia Tech - ETD - 04062004
Georgia Tech - ETD - 06242004
VARIABLE FREQUENCY MICROWAVE REFLOW OF LEAD-FREE SOLDER PASTEA Thesis Presented to The Academic Faculty by Pamela Patrice ReidIn Partial Fulfillment Of the Requirements for the Degree Master of Science in the School of Chemical & Biomolecular Eng
Georgia Tech - ETD - 07122004
THE ROLE OF CAVEOLAE IN THE LOSS OF ERK2 ACTIVATION IN STRETCHED SKELETAL MYOTUBESA Dissertation Presented to The Academic Faculty By Anne Claire BellottIn Partial Fullfillment Of the Requirements for the Degree Master of Science in the School of
Georgia Tech - ETD - 04072004