1. You will need to supply your own calculators for this course---you will need either a TI-82 or a TI-84 graphing calculator

2. If you are on the free or reduced lunch program there is a program through the school that you can borrow a calculator--please talk to me privately if this is the case

3. Class work
P. 9 (4-40 even)
and
P. 15 (3-15 odd)

4. Order of Operations Four basic operations addition subtraction
multiplication
division

5. Factors
When two or more numbers are multiplied to give a certain product each number is called a factor of the product
8 x 2 = 16
some of the factors of 16 are 2 and 8

6. Prime numbers
A whole number greater than 1 that has no whole number factors
Examples
2, 3, 5, 7, 11...

7. Bases, Exponents, Powers5 2 = 25
Power
Base

8. Finding answers to problems that have more than one operation
PEMDAS (going left to right)
P = parentheses ()
E = exponents
M = multiply
D = divide
A = add
S = subtract

9. Properties of Operations

10. Closure Addition Sum of two real numbers is a real number
A+ B = a real number
2+3=5
Multiplication
Product of two real numbers is a real number
A x B = real number
3x 4 = 12

11. Commutative
Addition
You can change the order in which two real numbers are added and get the same answer
2+3 = 3+2
Multiplication
You can change the order in which two real numbers are added and get the same answer
4x 3 = 3x4

12. Associative
Addition
You can change the order in which you add three real numbers
(a+b) + c = a + (b+c)
Multiplication
You can change the order in which you multiply three real numbers
(a x b) x c = a x (b x c)

13. Identity (The mirror property)
Addition
When zero (0) is added by a real number the answer will be that real number
Multiplication
When one (1) is multiplies by a real number the answer will be that real number

14. Inverse
Addition
For every real number there exists a real negative number
A + -A = 0
= 0
= 0
Multiplication
For every real number a is not equal to zero there exists a real fraction (1/a) such that when it is multiplied equals 1
(1/a) * (a) = 1
(4) * (1/4) = 1

15. Distributive Property
Combines operations of multiplication and addition, multiplication over addition
A * (B+C) = AB + AC
5(2+ x) = 5(2) + 5(x)

16. Multiplication Property of Zero
For all real numbers multiplied by zero, the answer will be zero
AB = 0,
if and only if A=0 or B=0
3(0) = 0

17. Homework
P. 43 (3-9 and 12-20)
P. 53 (5-31 odd)