miL2872X_ch05_309-402
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IA
CONFIRMING PAGES
5
Polynomials
5.1 Addition and Subtraction of Polynomials and
Polynomial Functions
5.2 Multiplication of Polynomials
5.3 Division of
PROBLEMS ON AGES
SOLVED PROBLEMS ON AGES
1. Rajeev's age after 15 years will be 5 times his age 5 years back. What is the present age
of Rajeev ?
Sol.
Let Rajeev's present age be x years. Then,
Rajeev
1
NYS Mathematics Glossary* Geometry
(*This glossary has been amended from the full SED Commencement Level Glossary of Mathematical Terms (available at
http:/www.emsc.nysed.gov/ciai/mst/math/glossary/
ACT example test
ACT example test
ACT example test
ACT example test
ACT example test
ACT example test
ACT example test
ACT example test
ACT example test
ACT example test
ACT example test
ACT example t
Wayne Community College
English Review
I.
Parts of Speech
Every word in a sentence is used as a particular part of speech.
Some words can function as more than one part of speech.
Part of
Speech
Use
E
PAST PERFECT TENSE
FORM:
[HAD] + [PAST PARTICIPLE]
Use 1: The Past Perfect expresses the idea that something occurred before another action in the past. T can also
show that something happened before
Grammar Review
What is grammar?
Grammar are the set of rules governing how the words in a language may be joined to make sense.
Hey, isnt there something wrong with that sentence?
Good catch. The noun
ElementaryAlgebraStudyGuideforthe
ACCUPLACER
The following sample questions are similar to the format and content of questions on the Accuplacer Elementary
Algebra test. Reviewing these samples will
Fraction
Competency
Packet
Developed by: Nancy Tufo
Revised 2004: Sharyn Sweeney
Student Support Center
North Shore Community College
To use this booklet, review the glossary, study the examples, then
FRACTIONS
A fraction is defined as a ratio of two numbers, where the number at the bottom cannot be equal
to zero.
a
where b 0
b
In a fraction the number at the top is called the numerator, and the nu
SAT Section 2 Example test
SAT Section 2 Example test
SAT Section 2 Example test
SAT Section 2 Example test
SAT Section 2 Example test
SAT Section 2 Example test
SAT Section 2 Example test
SAT Section
1.9
Solving Linear Equations - Age Problems
Objective: Solve age problems by creating and solving a linear equation.
An application of linear equations is what are called age problems. When we are
sol
SAT Section 1 Example test
SAT Section 1 Example test
SAT Section 1 Example test
SAT Section 1 Example test
SAT Section 1 Example test
SAT Section 1 Example test
SAT Section 1 Example test
SAT Section
Factoring Quadratics
2
A quadratic equation is a polynomial of the form ax + bx + c, where a, b, and c are
constant values called coefficients. You may notice that the highest power of x in the
equati
SAT Section 3 Example test
SAT Section 3 Example test
SAT Section 3 Example test
SAT Section 3 Example test
SAT Section 3 Example test
SAT Section 3 Example test
SAT Section 3 Example test
SAT Section
Age Problems
In January of the year 2000, I was one more than eleven times as old as my son William. In January of 2009, I was seven more than
three times as old as him. How old was my son in January
ACT, all problems The correct answers
1E
2F
3A
4F
5K
6K
7C
8F
9A
10 F
11 H
12 E
13 E
14 D
15 C
16 H
17 G
18 F
19 B
20 B
21 G
22 H
23 K
24 G
25 J
26 G
27 C
28 E
29 H
30 C
31 D
32 H
33 J
34 K
35 A
36 F