Title: Name: Date: Period: Topic: Multiplication
1Name DatePeriodTopic Multiplication
Division Properties of ExponentsEssential
Question How can you use the multiplication
and/or division properties of exponents to
simplify problems?
Warm-Up Mix-Review Explain how do you determine
if a problem is a function, provide an example.
I should use my notes to refresh my memory!
2Home-Learning review 7
3Quick Review(Lets Keep it Under a Minute)!
4Location of Exponent
- An exponent is a little number high and to the
right of a regular or base number.
Exponent
3
4
Base
5Definition of Exponent
- An exponent tells how many times a number is
multiplied by itself.
Exponent
3
4
Base
6What an Exponent Represents
- An exponent tells how many times a number is
multiplied by itself.
4
3 x 3 x 3 x 3
3
7How to read an Exponent
- This exponent is read three to the fourth power.
Exponent
3
4
Base
8Properties
9(No Transcript)
10Together!
Alone!
5. 42 44
6. x2 x3
2. n5 n7
7. x5 y2
3. 25 2
8. 412 417
4. 244 244
11(pr)s
pr s
NOTE
Multiply the exponents, not add them!
12Together!
Alone!
3. (y4)2
1. (x2)3
4. (3)6
2. (55)2
13- 1.) b2 b7
- 2.) (p3)4
- 3.) (a2)3 a3
- 4.) x2 (xy)2
- 5.) (4m)2 m3
6.) (3a)3 (2p)2 7.) w3 (3w)4 8.) p-2
9.)(a2b)0 10.)(x-2y3)-2
Pair- Practice!
14- 1.) b2 b7
- 1.) b9
- 2.) (p3)4
- 2.) p12
- 3.) (a2)3 a3
- 3.) a9
- 4.) x2 (xy)2
- 4.) x4y2
- 5.) (4m)2 m3
- 5.) 16m5
6.) (3a)3 (2p)2 6.) 108a3p2 7.) w3 (3w)4
7.) 81w7 8.) p-2 8.) 1/p2 9.)(a2b)0 9.) 1
10.)(x-2y3)-2 10.) x4/y6
A N S W E R S
15Ex
Multiplying Polynomials
In multiplying polynomials, you have to multiply
the coefficients and add up the exponents of the
variables with the same base.
16Please simplify the following equations
How?
Answer
17Additional Practice
- Page 429 - 431 (8, 9, 16, 47, 49, 73)
- Page 436 - 437 (20, 47)
18Division Properties of Exponents
19(No Transcript)
20Finding Quotients of Powers
Simplify
Alone
Together
A.
A.
B.
B.
C.
C.
D.
D.
21(No Transcript)
22Finding Positive Powers of Quotient
Simplify.
Alone
Together
A.
A.
B.
B.
C.
C.
23Remember that What if x is a
fraction?
24Finding Negative Powers of Quotients
Simplify.
Alone
Together
A.
A.
B.
B.
C.
C.
25Additional Practice
Page 443 - 445 (8, 11, 13, 37, 42, 49, 50, 60)
26Home-Learning Assignment 8
Page 429 - 431 (25, 48, 50, 72) Page 437 438
(48, 78) Page 443 - 445 (14, 16, 43, 70)
Cant wait until I get home to do my
Home-Learning!!!