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Formula Sheet for Math 200, Section 102, Fall 2015
September 2015
Joel Friedman, UBC
Copyright: Copyright Joel Friedman 2015. Not to be copied, used, or revised
without explicit written permission from the copyright owner.
This is a list of formulas that
Math 200
Fall 2015
Mock Exam 2
11.09.15
Time Limit: 120 Minutes
Name (Print):
University ID:
This exam contains 9 pages (including this cover page) and 8 problems. Check to see if any pages
are missing. Enter all requested information on the top of this p
Math 200
Fall 2015
Mock Exam 2
11.05.15
Time Limit: 50 Minutes
Name (Print):
University ID:
This exam contains 6 pages (including this cover page) and 5 problems. Check to see if any pages
are missing. Enter all requested information on the top of this pa
Formula sheet.
Identities for the probability of events:
e = 1 P (A) (where A
e denotes the complement of A),
P (A)
P (A B) = P (A) + P (B) P (A B),
e B)
e = 1 P (A B) (A B being the complement of A
e B),
e
P (A
e B)
e
and similarly P (A B) = 1 P (A
Co
STAT 302 Midterm
formula sheet
n! = n (n 1) . 2 1
Permutation: n (n 1) . (n r + 1) =
Combination:
n
r
=
n!
(nr)!
n!
r!(nr)!
The number of ways partitioning n distinct objects into k groups containing n1 , n2 , ., nk objects,
n!
respectively, is n1 !n2
THE UNIVERSITY OF BRITISH COLUMBIA
FINAL EXAMINATION
April 1999
MATH / STAT 302
Introduction to Probability
TIME: 2 hours
Special Instructions: You are allowed to use a calculator and one page of notes. There
are 10 problems for a total of 100 points. For
MIDTERM - STATISTICS 302 (Section 201)
March 9, 2010
Student Name (Please print): . .
Student Number: . .
Notes:
Total points equal 100.
Show the work leading to your solutions in the space provided. Indicate clearly the part of the
problem to which the
Math 302. Assignment 1
Due Jan. 20
Exercises from the textbook (Grinstead & Snell 2nd revised edition)
1. Section 1.2 (p.35) Ex. 6
Hint: there is a certain C > 0 (to be determined) such that the distribution function
is of the form m(i) = C i for i 2 = cf
Math 302. Assignment 1
Due Jan. 20
Exercises from the textbook (Grinstead & Snell 2nd revised edition)
1. Section 1.2 (p.35) Ex. 6
Hint: there is a certain C > 0 (to be determined) such that the distribution function
is of the form m(i) = C i for i = cfw_
MATH 302
Introduction to probability
Winter Term 2, 2015
Instructor: Eric Fusy
Instructor in charge: Omer Angel
Contact: fusy@math.ubc.ca
Lectures: Mon Wed Fri 11:00-12:00, LSK 201
Course webpage: https:/www.math.ubc.ca/~fusy/math302
O ce hours: Mon 15:00
The University of British Columbia
Final Examination - April 24, 2014
Circle one:
Section 201
MWF 9-10
Mathematics 200
Section 202
MWF 11-12
Closed book examination
Last Name
Time: 2.5 hours
First
Signature
Student Number
Special Instructions:
No notes or
Coverage for Math 200 Common Final Exam, Fall 2015
(1) Chapter 12:
(a) No problems on counting the number of operations.
(b) No direction angles or direction cosines (12.3).
(c) No scalar projection, but its absolute value, which is the magnitude of the v
WRITTEN HOMEWORK 2, MATH 200, FALL 2015
ALBERT CHAU, JOEL FRIEDMAN, BEN KRAUSE, AND DANG KHOA NGUYEN
Copyright:
Copyright Albert Chau, Joel Friedman, Ben Krause, and Dang
Khoa Nguyen, 2015. Not to be copied, used, or revised without explicit written
permi
WRITTEN HOMEWORK 1, MATH 200, FALL 2015
JOEL FRIEDMAN
Copyright: Copyright Joel Friedman 2015. Not to be copied, used, or revised
without explicit written permission from the copyright owner.
This homework may be modied from section to section! Check your
Topics for Midterm 1, Math 200, Section 102, Fall 2015
September 2015
Joel Friedman, UBC
To do
(purple)
Copyright:
Copyright Joel Friedman 2015. Not to be copied,
used, or revised without explicit written permission from the copyright
owner.
Review
(green
Formula Sheet for Math 200, Section 102, Fall 2015
September 2015
Joel Friedman, UBC
Copyright:
Copyright Joel Friedman 2015. Not to be copied,
used, or revised without explicit written permission from the copyright
owner.
This is a list of formulas that
Math 200 Midterm I (October 11, 2012)
Sections 107. Instructor: Julia Gordon
Problem 1: Ail parts of this problem refer to four points A, B, C, D, where AU], 0,0) is
the origin, and the coordinates of the other three are: BU], 1,0), 0( 1, 0, 1), 13(3, 0,
Midterm October 7th 2013
Mathematics 200
Page 1 of 10
This midterm has 5 questions on 10 pages, for a total of 50 points.
Duration: 80 minutes
Write your name on every page.
you need to show enough work to justify your answers.
Continue on the back of
Midterm October 7th 2013
Mathematics 200
Page 1 of 10
This midterm has 5 questions on 10 pages, for a total of 50 points.
Duration: 80 minutes
Write your name on every page.
you need to show enough work to justify your answers.
Continue on the back of
Feb. 5, 2015 Math 200 Name: Page 2 of 7 pages
[6] 1. Provide'a-sketch of: a plane with a normal vector 72, a point Q on the plane, and a
point P not on the plane.
(to simplify therest of the problem, DO NOT make Q the closest point on the plane to P).
a)