PASS MOCK EXAM
FOR PRACTICE ONLY
Course: PHYS 1007 A/B
Facilitator: Gabriela Bernal Astrain
Dates and locations of mock exam take-up: Friday, Oct.16 (4:30-6:30pm)-ML402 Sunday, Oct. 18 (2-4pm- ML 402)
It is most beneficial to you to write this mock midt
Probability and
Probability Distributions
1. Probability
Probability : a measure of chance taking values between
0 and 1 and covering all possible events.
If the probability of an event is 1, the event surely occurs.
If the probability of an event is 0, t
STAT 2507
Solution - Assignment # 1 (Chapters 1&2)
Fall 2015
Due: Thursday October 1 in class; NO LATE ASSIGNMENT ACCEPTED
Total of marks=100.
Part I. Lab Questions. Use only the blanks left to answer lab questions. Print
all histograms, boxplots, stem-an
Introduction to Statistical Modeling I
(STAT 2507)
by
Chul G. Park
Note: I would like to remind you that my lectures and course
materials, including power point presentations, outlines, and similar
materials, are protected by copyright. I am the exclusive
STAT 2507
SAMPLE MIDTERM TEST
FALL 2014
Note: The sample midterm test does NOT predict the size and content of the actual
midterm test. Also note some answers are rounded o.
Please circle one answer only.
The rst two questions are based on the following b
STAT 2507 & BIT 2000
Formula sheet for midterm
Fall 2015
n!
(n k)!
n!
n
The number of combinations of n elements taken k at a time is Ck =
k!(n k)!
n
The number of permutations of n elements taken k at a time is Pk =
A and B are independent means that
STAT 2507
SAMPLE MIDTERM TEST
FALL 2014
Note: The sample midterm test does NOT predict the size and content of the actual
midterm test. Also note some answers are rounded o.
Please circle one answer only.
The rst two questions are based on the following b
STAT 2507
Solutions to Assignment # 1
Fall 2010
Last Name - ,
First -
Student # Lab group (A1 , , A8 , B1 , , B5 , or C1 , , C6 ) Due Wed. Oct. 13 IN CLASS. Total mark=100. There are 10 problems (totaling 20 questions). Independent of its diculty or its a
STAT 2509 MIDTERM EXAM FORMULA SHEET
x=
i=1 xi
n
n
s =
2
i=1 xi2 -
n
( x )
n i =1 i
2
n
n -1
Pooled sample variance: s
2
(n1 - 1)s12 + (n2 - 1)s22 =
n1 + n2 - 2
n 2 If X ~ B(n, p) , then E ( X ) = X = np , V ( X ) = X = np (1 - p) , and P( X = x) = p x (