Problem 1[edit]
What is the value of
?
Problem 2[edit]
For what value of
does
?
Problem 3[edit]
The remainder can be defined for all real numbers
where
What is the value of
and
with
by
denotes the greatest integer less than or equal to .
?
Problem 4[edit]
Problem 1
Each third-grade classroom at Pearl Creek Elementary has 18 students and 2 pet rabbits.
How many more students than rabbits are there in all 4 of the third-grade classrooms?
Problem 2
A circle of radius 5 is inscribed in a rectangle as shown. Th
Problem 1[]
Square
What is
has side length
. Point
is on
, and the area of
is
.
?
Problem 2[]
A softball team played ten games, scoring
, and
runs. They lost by
one run in exactly five games. In each of the other games, they scored twice as many runs
as t
Problem 1
The 8 eyelets for the lace of a sneaker all lie on a rectangle, four equally spaced on each of
the longer sides. The rectangle has a width of 50 mm and a length of 80 mm. There is one
eyelet at each vertex of the rectangle. The lace itself must
Problem 1
Let
additions and subtractions alternate in pairs. Find the remainder when
.
, where the
is divided by
Problem 2
Rudolph bikes at a constant rate and stops for a five-minute break at the end of every mile.
Jennifer bikes at a constant rate which
Problem 1[]
Leah has
coins, all of which are pennies and nickels. If she had one more nickel than
she has now, then she would have the same number of pennies and nickels. In cents, how
much are Leah's coins worth?
Problem 2[]
Orvin went to the store with
Problem 1
The AIME Triathlon consists of a half-mile swim, a 30-mile bicycle ride, and an eight-mile
run. Tom swims, bicycles, and runs at constant rates. He runs fives times as fast as he
swims, and he bicycles twice as fast as he runs. Tom completes the
Problem 1
Let
be the greatest integer multiple of
all of whose digits are even and no two of
whose digits are the same. Find the remainder when
is divided by
.
Problem 2
A point
is chosen at random in the interior of a unit square
distance from
, where
an
Problem 1
What is
Problem 2
At the theater children get in for half price. The price for adult tickets and
is
. How much would adult tickets and child tickets cost?
child tickets
Problem 3
Walking down Jane Street, Ralph passed four houses in a row, each
Problem 1
Abe can paint the room in 15 hours, Bea can paint 50 percent faster than Abe, and Coe can
paint twice as fast as Abe. Abe begins to paint the room and works alone for the first hour
and a half. Then Bea joins Abe, and they work together until ha
14.1 Vector Functions
A plane curve was defined as the set of ordered pairs (f(t), g(t) together with their
defining parametric equations x = f(t) and y = g(t) where f and g are continuous
functions of t on an interval I.
This definition can be extended t
Multivariable Calculus Spherical Coordinate Sheet
Dr. Osborne 2012
The purpose of this sheet is to illustrate the types of problems the can easily be solved
using triple integrals in spherical coordinates. Hopefully, this will familiarize you with the
pro
Chapter 17 Applications
Dr. Osborne 2013-2014
The purpose of this worksheet is to illustrate some of the applications of the material
contained in chapter 17.
1. You are doing an experiment with an object of mass m moving along a frictionless
tabletop. Th
GO B.L.U.E. Bellwork 2-16-17
60 points
This weeks Teach Me Tuesday professional development for teachers was led by a group of
students. They made a presentation with a focus on challenges students face at each grade
level.
Download and save this handout
Adam Pierce
Bio 240W
Section 008
Popular Science 4
Scientists and biotechnology companies have made a major breakthrough in developing
what could end harmful insects and pests for good. This weapon works by using nuero-poison to
disable the genes. This no
Adam Pierce
Professor Nowicki
Fitness Theory and Practice
4 August 2016
Goal Assignment Part 2
My goal is to perform 30 minutes of running on the treadmill for 3 days a week for 8
weeks. I plan on starting this goal July 11th and finishing September 5th.
c h a p t e r
s i x t e e n
Religion and Science
14501750
The Globalization of Christianity
Western Christendom Fragmented:
The Protestant Reformation
Christianity Outward Bound
Conversion and Adaptation in
Spanish America
An Asian Comparison: China and
t
IBET 2015-2016
IBET May 2016 (Updated 5/1)
Monday
Tuesday
2
Organ
Systems 1:
Organ systems
overview and
homeostasis
see Bb folder
for readings
3
9
10
Organ
Systems 4:
Immune and
endocrine
systemssee
Wednesday
4
Organ
Systems 2
Cardiovascular,
lymphatic, a
Injury and Violence Prevention
Assignment Sheet #5
1.
8 pts
Please enter your answers in the gray boxes.
Define the following terms:
1. Gang recruitment-
2. Refusal Strategies-
3. Glamorization-
4. Enticement-
2.
You sometimes hear people describe gangs a
NAMES: _
COMPARING DNA SEQUENCES TO UNDERSTAND EVOLUTIONARY RELATIONSHIPS
What does each letter of BLAST stand for?
Is there an outgroup shown in Figure 2? If so, say which species is the outgroup. If you think there is
no outgroup, explain your answer.
W
Le Pont Mirabeau
Sous le pont Mirabeau coule la Seine
Et nos amours
Faut-il quil men souvienne
La joie venait toujours aprs la peine
Vienne la nuit sonne lheure
Les jours sen vont je demeure
Les mains dans les mains restons face face
Tandis que sous
Le po
Franais 2 Les Comparatifs:
Feuille de travail #1
Nom : _
Translate EXACTLY the following: (Attention aux ARTICLES!)
1. I have as much homework as my sister.
2. My father works as much as my mother.
3. My mom plays tennis better than my dad.
4. The freshme
The most Korean, non-Korean dish.
Recently, Korea has become a much more well known country than it previously was. And for
good reason!
Korean pop, more well known as K-pop, has swept the globe and Korean TV shows are bringing
people of everywhere to tea
20162017 Ms. Yis WH&G II
Google Doc #1: Belief Systems,
Page ! 1
Name:Dorsa Zeinali
Belief System: Islam
Basic Dimensions of the Belief System
Origins/Foundations
Founder(s)
Founding Event, Place & Time
Muhammad, at 622 A.D
Spiritual/Mythological
Deities
TJ Math 4 Semester Exam Review
WS #2: Trigonometry
sin
opp y
hyp r
csc
Name: _
Period: 1 2 3 4 5 6 7 Date: _
hyp r
opp y
hyp, r
cos
adj x
hyp r
sec
hyp r
adj x
opp, y
tan
opp y
adj x
cot
adj x
opp y
adj, x
180 = radians
sin 2 cos 2 1
Divide all term
TJ Math 4 Semester Exam Review
WS #1: Functions
Name: _
Period: 1 2 3 4 5 6 7 Date: _
1. Odd function (Odd symmetry) vs. Even function (Even symmetry)
Odd function: Symmetry with respect to the origin (180 degrees rotation):
Even function: Symmetry with r
BC Calc Review/Integration Techniques
1.
tan
1
2.
sec
4
0
3.
x dx
x dx
x
x 2 dx
4
1
4.
x
3
2
dx
6 x 13
5.
sin
2
2
x cos 2 x dx
Name _Per_
6.
e
x
sin 3 xdx
x
7.
2x
dx
9
4
1 x
dx
2
x
8.
2x
9.
x
10.
4
sin 2 x dx
e x
1 e2 x dx