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AT THE START OF CLASS -- You should HAVE OUT: u 1. PENCIL, ERASER, and Calculator. u 2. LAST NIGHT’S HOMEWORK. u 3. Mathbook and paper.  PLEASE BE QUIET.

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Presentation on theme: "AT THE START OF CLASS -- You should HAVE OUT: u 1. PENCIL, ERASER, and Calculator. u 2. LAST NIGHT’S HOMEWORK. u 3. Mathbook and paper.  PLEASE BE QUIET."— Presentation transcript:

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2 AT THE START OF CLASS -- You should HAVE OUT: u 1. PENCIL, ERASER, and Calculator. u 2. LAST NIGHT’S HOMEWORK. u 3. Mathbook and paper.  PLEASE BE QUIET AFTER THE BELL RINGS !

3 Class/Homework Tuesday (9/28) u Pgs. u Pgs. 9-11: 26, 38, 40, 50, 58, and 66 u (can u (can continue on classwork paper, but label clearly ! )  (You  (You may do any of the odd numbered problems, if if you want extra practice and check them on Pg. SA-1 and 2.)

4 Pgs. 9-11: 26, 38, 40, 50, 58, and 66 u 26. The product of 9 and 7 is 63. u 38. A 40. 19 x 9 = 171 u 50. 28 58. 14 u 66. 8 + 4 = 12

5 1.3 “Powers Exponents” 1.3 “Powers and Exponents” ä What is the area of a square that is 2 units long on each side? ä 4 square units

6 1.3 “Powers Exponents” 1.3 “Powers and Exponents” ä Goal 1 -You should review or learn how to evaluate powers. ä Goal 1 - You should review or learn how to evaluate powers.  The squares on the next slide have sides whose length are 1, 2, 3, and 4.  The area of the squares can be writ- ten as products, such as 4 x 4 = 16,  or as powers, such as 4 2.

7 Using Powers ä 1 x 1 2 x 2 3 x 3 4 x 4  1 2 = 1  2 2 = 4  3 2 = 9  4 2 = 16  A power has two parts; a exponent and a base.  4 2  For 4 2, the base is 4 and the exponent is 2.

8 Example 1 Reading Powers  Power: 5 2 Meaning: 5 x 5 Verbal Description: 5 to the second power, or 5 squared  Power: 5 2 ; Meaning: 5 x 5; Verbal Description: 5 to the second power, or 5 squared.  Power: 10 3 Meaning: 10 x 10 x 10 Verbal Description: 10 to the third power, or 10 cubed  Power: 10 3 ; Meaning: 10 x 10 x 10; Verbal Description: 10 to the third power, or 10 cubed.  Power: 7 4 Meaning: 7 x 7 x 7 x 7 Verbal Description: 7 to the fourth power  Power: 7 4 ; Meaning: 7 x 7 x 7 x 7; Verbal Description: 7 to the fourth power.

9 Example 2 Using a Calculator to Find Powers ä Use a calculator to evaluate the power.  a. 47 2 Solution ä Calculator Written Steps Display Results ä 47 47 2 = 2209  b. 6 5 Solution ä Calculator Written Steps Display Results ä 6 5 6 5 = 7776 x 2x 2x 2x 2 2209. y xy xy xy x = 7776. You should have a calculator that will do these functions + other!

10 Example 2 Using a Calculator to Find Powers ä Use a calculator to evaluate the power.  c. ( 4.2) 3 Solution ä Calculator Written Steps Display Results ä 4.2 3 (4.2) 3 = 74.088 ä Are there any questions about “Using Powers”? 74. 088 y xy xy xy x =

11 1.3 “Powers Exponents” 1.3 “Powers and Exponents” ä Goal 2 -You should review or learn how to use powers to find area and volume. ä Goal 2 - You should review or learn how to use powers to find area and volume. ä Exponents can be used to express the area of a square and the volume of a cube.

12 Square and Cube u SquareCube  Area A = s2s2 Volume V = s3s3 s s s s

13 Example 3 - Finding the Area of a Square u A baseball diamond is being fertilized. Each bag of fertilizer covers 1200 square feet of grass. u About how many bags of fertilizer are needed? 90 ft 90 ft

14 SolutionSolution u Find the area of the square field. A A = s s 2 Area of a square.  = 90 90 2 Substitute 90 for s.s.s.s.  = 8100 ft 2 Evaluate Power.

15 SolutionSolution u Divide the area by the number of square feet that one bag covers.  8100  1200 = 6.75  Answer: About 7 bags of fertilizer are needed.

16 Example 4 - Finding the Volume of a Cube u A 12 inch by 12 inch by 12 inch box is to be filled with small green cubes measuring 2 inches on a side. u How many small cubes fill the box?

17 SolutionSolution u Find the volume of the box. uV uV = s s 3 = 12 12 3 = 1728 in. 3 u Find the volume of a green cube. uV uV = s s 3 = 2 2 3 = 8 in. 3

18 SolutionSolution u Divide the volume of the box by the volume of a green cube.  1728  8 = 216  Answer: u You can fit 216 cubes inside the box.

19 1.3 “Powers Exponents” 1.3 “Powers and Exponents” ä Are there any questions about using powers to find area and volume? ä Classwork: ä Pg. 14-15: 1-9 and 47-48

20 Make sure you have a proper heading on your paper ! ä 930 Danny Dana  9 / 29 ä Math 7 - Dequer 1. 3 Pgs.14-15: 1-9 and 47-48 1. Work Quietly and On-Your- Own ! You may now give help to and/or get help from near neighbors !

21 1.3 “Guided Practice” Pg. 14-15: 1-9 and 47-48 a base and an exponent.  1. a base and an exponent. three to the fourth power  2. three to the fourth power 4 x 4 = 16  3. 4 x 4 = 16 7 x 7 = 49  4. 7 x 7 = 49 3 x 3 x 3 x 3 = 81  5. 3 x 3 x 3 x 3 = 81

22 1.3 “Guided Practice” Pg. 14-15: 1-9 and 47-48 2 x 2 x 2 = 8  6. 2 x 2 x 2 = 8 196 ft 2  7. 196 ft 2 784 ft 2  8. 784 ft 2 512  9. 512 B  47. B J  48. J

23 Class/Homework Wednesday 9/29  1. Pgs. 14-15: 12, 14, 28, 42, and 44 u (Yes, you may continue this work on the classwork paper.)

24 Make-Up Tests ä Math 7 Make-Up Quizzes are available Today, Thursday (9/30/03), at 7:45 a.m., 12:40 p.m. (during lunch) and/or 3:05 p.m. in Room 29. ä If it is a retest bring the original Blue Scantron Form and colored quiz (if possible) with you.


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