Number System
Exponents & Equations
Pythagorean Theorem
Volume
Transformations
100

Numbers that include both Rational and Irrational

Real Number System

100

a math sentence that does not contain an equal sign. Example 4x + 2

Expression

100

a triangle with a 90-degree angle, box, present in the triangle

Right triangle

100

Cylinder Formula

V= pier2h

100

Contains four quadrants where one can plot points (x,y)

Coordinate Plane

200

Numbers that can be of the following: repeating decimals, terminating decimals, fractions, integers, whole, natural, and perfect squares

Rational Numbers

200

a math statement that shows two mathematical expressions are equal. Example 4x + 2 = 18

Equation

200

The shorter sides of a right triangle

Leg

200

Cone Formula

 V= 1/3pier2h

200

X-Axis (location)

Horizontal axis

300

Numbers that neither repeat nor terminate and nonperfect squares

Irrational Numbers

300

Terms in an expression or equation that are similar that can be combined to simplify or solve various problems

Like-Term(s)

300

he longest side of a right triangle and across from the 90-degree angle

Hypotenuse

300

Sphere Formula

 V= 4/3pier3

300

Y-Axis (location)

Vertical axis

400

positive and negative numbers that include zero

Integers

400

In this type of equation, one number will work to make the equation true. Think intersecting lines!

One Solution

400

A method in which one can prove whether or not three side lengths create a right triangle

Converse of the Pythagorean Theorem

400

Area of the base

This is the area of a circle (A = πr^2)

400

Translation

Slide

500

the inverse of exponents

Square root

500

A universal method of expressing a large or small number. In the example convert 52,000,000 to scientific notation: 5.2x10^7

Scientific Notation

500

Pythagorean Theorem Formula

a2 + b2 = c2

500

The entire distance across a circle

Diameter

500

270 degrees

3 turns

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