1. ABC Math Book
By: Emmalee VanZyl

2. ABC Math Book By: Emmalee VanZyl Eisenhower Jr. High School
Jamieson’s Math Class
Algebra 1
School Year

3. Table of Contents A= Absolute Value…….……………………………..1
B= Binomial…………………………………………..2
C= Closure…...………………………………………3
D=Descending Order…..…………………………...4
E= Exponential Notation..………………………….5
F= First and Last….………………………………...6
G= GCF……………………………………………...7
H= Horizontal Line…..……………………………...8
I= Irrational…………………………………………..9
J= Justify……………………………………………10
K= Known Numbers……………………………….11
L= Like Terms………….…………………………..12
M= Monomial……………………………………….13
N= Natural Numbers……………………………….14
O= Origin…...……………………………………….15
P= Polynomial………………………………………16
Q= Quadrant………………………………………..17
R= Rational Number……………………………….18
S= Slope…………………………………………….19
T= Trinomial………………………………………...20
U= Unknown Numbers…………………………….21
V=Vertical lines……………………………………..22
W= Whole Numbers……………………………….23
X= X-Axis……………………………………………24
Y= Y-Axis……………………………………………25
Z= Zero Property of Multiplication…………….….26

4. How far the number is from zero
Absolute Value
How far the number is from zero
Example:
l4l= 4
l-4l=4

5. B
Example:
(15+16)
Binomial
Definition- Two terms

6. Definition- There is only one correct solution
Example:
7/1=7
Closure
Definition- There is only one correct solution

7. D 2a3+3a2+27b+41 In descending order Descending Order
Example:
2a3+3a2+27b+41
In descending order D
Descending Order
Definition- the placement in the order of:
Alphabetize
Exponents
Number without a variable

8. E 7.5 X 107 = 75,000,000 Exponential Notation
Example:
7.5 X 107 = 75,000,000
Exponential Notation
Definition- any whole or decimal number

9. F
Example:
2y2+1y-3
First
2X1
Last
+3X-1
First and Last
Definition- Factor the first number and the last number and find the combination that adds or subtracts to make the middle.
+3y
-2y
(2y+3)(1y-1)

10. G Example: 24a+36b 6(4a+6b) GCF (Greatest Common Factor)
This is the GCF
GCF (Greatest Common Factor)
Definition- the biggest factor shared by two or more number in a term.

11. Definition-A line that goes from left to right
Horizontal Line
Definition-A line that goes from left to right
Example:

12. Definition- A number that never ends or has a repeated decimal number
Example: pi
Irrational
Definition- A number that never ends or has a repeated decimal number

13. Definition- To prove how you came to the final answer of an equationJ
Justify
Definition- To prove how you came to the final answer of an equation
Example:
+7-10
Answer: -3

14. Integers that are know, NOT variables
Example: 10
NOT An Example: t
Known Numbers
Integers that are know, NOT variables

15. L
Example:
7+5=5+7
Like Terms
Similar equations or similar answers

16. M
Monomial
One term
Example:
= 1000

17. Basic counting without zero
Example:
1,2,3,4,5,6,7,8,9
Natural Numbers
Basic counting without zero

18. Example O
Origin
Origin
The point (0,0) on graphs

19. P Polynomial Definition- one or more terms 2y2 + 25 OR 45+75-38+2= 84
Example:
2y2 + 25 OR
= 84

20. Q
Example:
Quadrant
Definition- four different places on a graph that tell whether the point is (+,+), (-,-), (+,-), (-,+)

21. Definition- can be written as a fraction
Example: = =
Rational
Definition- can be written as a fraction

22. S Slope Definition-the slant line on a graph.
Example:
Slope
Definition-the slant line on a graph.
Equation to solve to get slope is; m=
y - y
x - x 1 2

23. Definition- three terms
Example:
2y2 -10y+20
Trinomial
Definition- three terms

24. U
Example:
7+5 = 8+6
Unknown Numbers
Definition- Term that is NOT similar or doesn’t have the same outcome and do NOT equal.

25. Definition- a line that goes up and downV
Example:
Vertical Line
Definition- a line that goes up and down

26. Definition- similar as Natural Numbers, but USE zeroW
Whole Numbers
Definition- similar as Natural Numbers, but USE zero
Example:
0,1,2,3,4,5,6,7,8,9

27. X
Example:
(x,0)
X-Intercept
Definition- figuring of the X part of an ordered that is X with zero as y (x,0)

28. Y
Example:
(0,y)
Y-Intercept
Definition- figuring of the Y part of an ordered that is zero as X with y (0,y)

29. Zero Property of Multiplication
Examples:
8*0=0
*0=0
Zero Property of Multiplication
Definition- any number times zero will always equal zero, no matter what.