1. 5 Minute Check Complete in your notebook. 1 3 1. 8 x 4 3 2 2. 7 x 5
x 4
x 5
x 3
4. The bleachers at a football game is 7/8 full, and half the fans are rooting for the home team. What fraction of the bleacher is rooting for the home team?

2. 5 Minute Check
Complete in your notebook x 4

3. 5 Minute Check
Complete in your notebook x x 4 = 32

4. 5 Minute Check
Complete in your notebook.
x 5

5. 3 2 5 Minute Check Complete in your notebook. 2. 7 x 5 3 2 6
x 5
7 x 5 = 35

6. 5 Minute Check
Complete in your notebook x 3

7. 5 Minute Check
Complete in your notebook x x 3 = 27

8. 5 Minute Check Complete in your notebook.
4. The bleachers at a football game is 7/8 full, and half the fans are rooting for the home team. What fraction of the bleacher is rooting for the home team?

9. 5 Minute Check
Complete in your notebook. 4. The bleachers at a football game is 7/8 full, and half the fans are rooting for the home team. What fraction of the bleacher is rooting for the home team? x 2 = 16

10. Flashcards

11. Lesson 4.4 Multiply Mixed Numbers
Thursday, Oct 24
Lesson 4.4 Multiply Mixed Numbers

12. Multiply Mixed Numbers
Objective: To understand how to multiply mixed numbers.

13. Multiply Mixed Numbers
At the end of this lesson you should be able to answer the following question. How do you multiply mixed numbers?

14. Multiply Mixed Numbers
To multiply fractions, multiply the numerators and multiply the denominators, then simplify if needed. Example x = x 5 = 20 = 10 x =

15. Multiply Mixed Numbers
To multiply a mixed number, convert the mixed number to an improper fraction then multiply as fractions.

16. Multiply Mixed Numbers
Convert to an improper fraction.
35 = x

17. Multiply Mixed Numbers
Convert to an improper fraction.
35 =

18. Multiply Mixed Numbers
Convert to an improper fraction.
35 = =

19. Multiply Mixed Numbers
Convert to an improper fraction.
35 = = 5

20. Multiply Mixed Numbers
To convert a mixed number to an improper fraction. Denominator times the whole number plus the numerator over the denominator

21. Multiply Mixed Numbers
Convert to an improper fraction. 2
77 =

22. Multiply Mixed Numbers
Convert to an improper fraction.
77 = = 7

23. Multiply Mixed Numbers
Convert to an improper fraction. 3
125 =

24. Multiply Mixed Numbers
Convert to an improper fraction.
125 = = 5

25. Multiply Mixed Numbers
Multiply x 14 =

26. Multiply Mixed Numbers
Multiply x 14 = x 4 =

27. Multiply Mixed Numbers
Multiply x 14 = x 4 = 12

28. Multiply Mixed Numbers
Multiply x 52 = Do this on your own.

29. Multiply Mixed Numbers
Multiply x 52 = x 2 = 6 =16

30. Multiply Mixed Numbers
Multiply x 33 = Do this on your own.

31. Multiply Mixed Numbers
Multiply x 33 = x 3 = 24 =624 = 6 4 or

32. Multiply Mixed Numbers
Multiply x 33 = x 5 x5 x x 3 = 3 x 2 x 2 x 2 = 4 = 64

33. Multiply Mixed Numbers
Multiply x 25 = Do this on your own.

34. Multiply Mixed Numbers
Multiply x 25 = x 5 = 20 =420 = 410 or

35. Multiply Mixed Numbers
Multiply x 25 = x2x x 5 = 2x2x5 =10 = 410

36. Multiply Mixed Numbers
Multiply x 27 = Do this on your own.

37. Multiply Mixed Numbers
Multiply x 27 = x 7 = 21 =421 = 47 or

38. Multiply Mixed Numbers
Multiply x 27 = x2x3x x 7 = 3x7 = 7 =47

39. Multiply Mixed Numbers
The Hoover Dam holds 4 ½ million cubic yards of concrete. The Grand Coulee Dam contains 2 2/3 times as much concrete. How much concrete does it contain? Do this on your own.

40. Multiply Mixed Numbers
The Hoover Dam holds 4 ½ million cubic yards of concrete. The Grand Coulee Dam contains 2 2/3 times as much concrete. How much concrete does it contain? x 23 = x 3 = 6 = 12 The Grand Coulee Dam has 12 million cubic yards of concrete.

41. Multiply Mixed Numbers
Mr. Wilkins is laying bricks to make a rectangular patio. The area he is covering is 15 ½ by 9 ¾ feet. What is the area of the patio? Do this on your own.

42. Multiply Mixed Numbers
Mr. Wilkins is laying bricks to make a rectangular patio. The area he is covering is 15 ½ by 9 ¾ feet. What is the area of the patio? x 94 = x 4 = 8 = 1518 ft²

43. Multiply Mixed Numbers
Mr. Conrad’s pecan pie recipe calls for 1 ¾ cups of pecans. He plans to make 8 pies for a family reunion. How many cups of pecans does he need?

44. Multiply Mixed Numbers
Mr. Conrad’s pecan pie recipe calls for 1 ¾ cups of pecans. He plans to make 8 pies for a family reunion. How many cups of pecans does he need? 3 14 x 8 = x 1 = 4 = 14

45. Multiply Mixed Numbers
How do you multiply mixed numbers?

46. Multiply Mixed Numbers
Agenda Notes Homework – Homework Practice 4-4 Show all Work Due Friday, Oct 25 Mid Chapter 4 Quiz –Monday, Oct 28