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Browse High School Definitions
Stars indicate particularly interesting answers or
good places to begin browsing.
 Algebra Terms: 'Evaluate' and 'Simplify' [7/30/1996]

What do the terms "evaluate" and "simplify" mean in expressions like
"evaluate 3{23(27)}" or "simplify 3x{7(3x5)}"?
 All About Functions [11/06/1996]

Could you please explain functions?
 Are Negatives Factors of Other Numbers? [07/16/2003]

Are negative numbers factors of other numbers? Is 3 a factor of 3?
Is 3 a multiple of 3?
 Derivatives [10/28/1996]

What is a derivative?
 Difference between a Sequence and a Series [01/05/2003]

If 45, 25, 5... is an example of a sequence, could you give me an
example of a series?
 Differentiation [05/17/1998]

I'm trying to find a GOOD definition for "differentiation."
 Explementary Angles [05/29/2003]

What do we call two angles that add up to 360 degrees?
 Exp, Log, and Ln Functions Explained [7/31/1996]

What is the exp function? When is it needed? Also, how do I calculate Log
and Ln functions with basic arithmetic and logic?
 Horizontal and Vertical Asymptotes [12/5/1995]

I am confused about horizontal and vertical asymptotes. Please tell me
how to find them, and their definition.
 Information About Topology [11/12/1996]

Where can I learn more about topology?
 Millimeters, Inches, Feet, Miles [07/10/2003]

The conversions given for millimeters to inches is 25.4, and for feet
to miles is 5280. Are these numbers exact?
 Modular Forms and Elliptic Curves: TaniyamaShimura [10/30/1997]

I watched a PBS show on Fermat's last theorem and they kept talking about
modular forms and elliptic curves and how they are related. What are
they, and how so they relate to one another?
 Nomographs [06/12/2003]

What are nomographs used for? How does one use them? Are they still in
use? and last but not least, How are they constructed?
 The Number e [6/3/1996]

Is "e" a number like Pi? How does "e" relate to continued fractions?
 Percent vs. Percentage [08/17/2002]

What's the difference between percent and percentage?
 Theorem or Postulate? [11/03/2002]

Shouldn't the three triangle postulates  SSS, ASA, and SAS  be
theorems?
 Unions and Intersections [2/9/1995]

In my text, there are these upsidedown horseshoe looking things, and
there is no explanation of what they are or why they exist...
 What is a Quadratic Equation? [08/04/1997]

What is a quadratic equation? What is it used for? How can we use it to
solve everyday problems?
 What is Calculus? [05/06/1997]

What is calculus and how does it work?
 What is Slope? [9/2/1996]

What is a slope, and if given a slope = n equation, how do you apply that
slope number to another graph problem?
 0 Raised to a Power [04/25/2002]

What is the limit of 0^n as n approaches infinity? Can you explain why
it equals zero or why it can't equal zero, or if it's undefined?
 The Algebra of Complements and Supplements [01/25/1999]

What are complements and supplements? How do you translate these concepts
into algebra?
 Alternate Exterior Angles [06/03/2002]

What is an 'alternate exterior angle'?
 Ambiguity or Flexibility? [10/22/2003]

It seems that sometimes we use the notequal sign to state an absolute
inequality (two expressions always have a different value), and
sometimes we just mean to say that two expressions are not always
equal. Can you please clarify this apparent ambiguity? How do we
know which meaning is being used?
 Area and Perimeter: Isoperimetric Quotient [12/05/2001]

What is the isoperimetric quotient of a twodimensional shape? Is it a
measure of compression?
 Are Angles Dimensionless? [08/31/2003]

If you look at the dimensions in the equation arc length = r*theta, it
appears that angles must be dimensionless. But this can't be right.
Or can it?
 Are These Properties of Real Numbers? [04/22/2002]

(a*b)/a=b; a(b)=a+b; a/b=a/b; a+(b)=ab; a^b*a^c=a^(b+c). They
all seem so intuitive we feel they must be properties.
 Arithmetic vs. Exponential Increases [05/06/1999]

What does "....the work produced... will increase exponentially rather
than arithmetically" mean?
 Azimuth Angle [09/08/1998]

Can you give me the formula for the azimuth angle and explain some of the
terminology?
 Boolean Numbers [04/01/2003]

Our C Programming course said a Boolean number was a number that was
either true or false. I'm not sure what a true or false number is.
 Bounded Set [06/24/2003]

Let S be a set of real numbers. Prove that the following are
equivalent: (a) S is bounded, i.e. there exists a number M greater
than 0 such that abs(x) is less than or equal to M for every x in S;
(b) S has an upper bound and lower bound.
 Can a Circle be a Polygon? [5/22/1996]

Could a circle be considered a polygon with an infinite number of sides?
 Ceiling and Floor Function Notation [11/16/2002]

What is the symbol to replace 'integer roundup' ?
 Centroid, Circumcenter, Incenter, Orthocenter: Etymologies [01/20/2002]

Why are the points centroid, circumcenter, orthocenter, and incenter
named as they are, and are there any other special points associated with
triangles?
 Circumference vs. Perimeter [05/09/2003]

Technically speaking, can the term 'perimeter' apply to a circle in a
mathematical context?
 A Closer Look at the Definition of Median [08/14/2008]

If you have five numbers like 100, 200, 300, 400, 500, the median or middle number is 300. How does this divide the set of numbers into two equal groups?
 Combinatorics: Ramsey Theory [01/12/1998]

Could you help me with a detailed explanation of the theory and a
concrete example?
 Comparing Transitivity and Substitution [10/01/2003]

What is the difference between transitivity and substitution?
 Complementary and Supplementary Angles [09/30/1998]

Why are angles called complementary and supplementary?
 Complete This Square: x^2 + y^2  6x + 2 = 0 [03/16/2003]

I thought completing the square only involved quadratic functions,
such as f(x) = ax^2 + bx + c = 0. This question relates to the
equation of a circle...
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