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Give two different examples.

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Presentation on theme: "Give two different examples."— Presentation transcript:

1 Give two different examples.
Warm Up: Wednesday, 09/03/14 Explain what a term is. Give two different examples.

2 Term: give the person a star for each answer listed
Warm Up: Wednesday, 08/27/14 Term: give the person a star for each answer listed A number variable product of number and variable number and variable to (whole number) exponent

3 Period 3: cause and effect question
Anyone come up with a reason that would explain how the legalization of abortion affects the crime rate 20 years later?

4 Quick Review Please write in cornell notes

5 Short REview

6 What is the degree of each variable?

7 What is the degree of each variable?
X2 X3

8 What is the degree of each variable?
X2 = x degree 2 X3 = x degree 3

9 combining like terms EQ: Explain the process for adding and subtracting like terms.

10 What makes two terms “like?”
Same variables Same exponents

11 Do the coefficients need to be the same?

12 Do the coefficients need to be the same?
No, coefficients can be different

13 What’s an example of like terms with different coefficients?

14 Are the following terms like?
xy and yx ? What makes them like or unlike?

15 Are the following terms like?
X2y and xy2 ? What makes them like or unlike?

16 Are the following terms like?
Xyz and xyz2

17 Consider these two expressions:
8x + 7x 8x + 7y

18 What makes them different?
What do they have in common? 8x + 7x LIKE TERMS 8x + 7y  UNLIKE TERMS

19 3x + 4x – 5y + 8y 7x 3y So our solution is:
When combining like terms we combine everything that is the same: 3x x – y y 7x 3y So our solution is:

20 TRY SOME OUT! 3x – 4x + 4y + 2y 4y + 3x – y + 4

21 5x2 + 7x x2 + 7 + x2 Using different colors or shapes, identify the like terms, then combine

22 x2y + xy + 3 – 2 + 5x2y x2y Using different colors or shapes, identify the like terms, then combine

23 Like terms Quiz corrections

24 thursday

25 Warm UP: Thurs, 09/04/14 What does absolute value mean?
What is |-5| = ? What is |5| = ?

26

27

28 Absolute value How far a number is from zero. Represents distance

29 Real life example of absolute value
The distance from here to kahala mall is 25.9 miles. How far is the distance coming back?

30 Solve (4-|-5|+3)2

31 Solve [( 1 4 −5+1 )+ 2 2 ]÷(-3)

32 Vocabulary Check to make sure you have definitions and page numbers for each word listed

33 summary Write your summary answering the eq at the bottom
Include as many vocabulary words as possible

34 Share-pair Choose someone next to you and share your summary
Was there anything missing that should be added? How many vocab words did they use?

35 Pop Quiz

36 Pop Quiz


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