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This module is from Elementary Algebra by Denny Burzynski and Wade Ellis, Jr. Operations with algebraic expressions and numerical evaluations are introduced in this chapter. Coefficients are described rather than merely defined. Special binomial products have both literal and symbolic explanations and since they occur so frequently in mathematics, we have been careful to help the student remember them. In each example problem, the student is "talked" through the symbolic form.This module contains the objectives of the chapter "Algebraic Expressions and Equations".

After completing this chapter, you should

    Algebraic expressions ( [link] )

  • be familiar with algebraic expressions
  • understand the difference between a term and a factor
  • be familiar with the concept of common factors
  • know the function of a coefficient

    Equations ( [link] )

  • understand the meaning of an equation
  • be able to perform numerical evaluations

    Classification of expressions and equations ( [link] )

  • be familiar with polynomials
  • be able to classify polynomials and polynomial equations

    Combining polynomials using addition and subtraction ( [link] )

  • understand the concept of like terms
  • be able to combine like terms
  • be able to simplify expressions containing parentheses

    Combining polynomials using multiplication ( [link] )

  • be able to multiply a polynomial by a monomial
  • be able to simplify + ( a + b ) and - ( a + b )
  • be able to multiply a polynomial by a polynomial

    Special binomial products ( [link] )

  • be able to expand ( a + b ) 2 , ( a - b ) 2 , and ( a + b ) ( a + b )

    Terminology associated with equations ( [link] )

  • be able to identify the independent and dependent variables of an equation
  • be able to specify the domain of an equation

Questions & Answers

how to study physic and understand
Ewa Reply
what is conservative force with examples
Moses
what is work
Fredrick Reply
the transfer of energy by a force that causes an object to be displaced; the product of the component of the force in the direction of the displacement and the magnitude of the displacement
AI-Robot
why is it from light to gravity
Esther Reply
difference between model and theory
Esther
Is the ship moving at a constant velocity?
Kamogelo Reply
The full note of modern physics
aluet Reply
introduction to applications of nuclear physics
aluet Reply
the explanation is not in full details
Moses Reply
I need more explanation or all about kinematics
Moses
yes
zephaniah
I need more explanation or all about nuclear physics
aluet
Show that the equal masses particles emarge from collision at right angle by making explicit used of fact that momentum is a vector quantity
Muhammad Reply
yh
Isaac
A wave is described by the function D(x,t)=(1.6cm) sin[(1.2cm^-1(x+6.8cm/st] what are:a.Amplitude b. wavelength c. wave number d. frequency e. period f. velocity of speed.
Majok Reply
what is frontier of physics
Somto Reply
A body is projected upward at an angle 45° 18minutes with the horizontal with an initial speed of 40km per second. In hoe many seconds will the body reach the ground then how far from the point of projection will it strike. At what angle will the horizontal will strike
Gufraan Reply
Suppose hydrogen and oxygen are diffusing through air. A small amount of each is released simultaneously. How much time passes before the hydrogen is 1.00 s ahead of the oxygen? Such differences in arrival times are used as an analytical tool in gas chromatography.
Ezekiel Reply
please explain
Samuel
what's the definition of physics
Mobolaji Reply
what is physics
Nangun Reply
the science concerned with describing the interactions of energy, matter, space, and time; it is especially interested in what fundamental mechanisms underlie every phenomenon
AI-Robot
what is isotopes
Nangun Reply
nuclei having the same Z and different N s
AI-Robot
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Source:  OpenStax, Elementary algebra. OpenStax CNX. May 08, 2009 Download for free at http://cnx.org/content/col10614/1.3
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