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1-2 Exponents Warm Up Warm Up Lesson Presentation Lesson Presentation Problem of the Day Problem of the Day Lesson Quizzes Lesson Quizzes.

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Presentation on theme: "1-2 Exponents Warm Up Warm Up Lesson Presentation Lesson Presentation Problem of the Day Problem of the Day Lesson Quizzes Lesson Quizzes."— Presentation transcript:

1 1-2 Exponents Warm Up Warm Up Lesson Presentation Lesson Presentation Problem of the Day Problem of the Day Lesson Quizzes Lesson Quizzes

2 1-2 Exponents Warm Up Multiply. 1. 3  3  3 27 64 16 625 2. 4  4  4 3. 2  2  2  2 4. 5  5  5  5

3 1-2 Exponents Problem of the Day Replace the letters a, b, and c with the numbers 3, 4, and 5 to make a true statement. 2 a + 2 a = b c 2 5 + 2 5 = 4 3

4 1-2 Exponents Prep for MA.6.G.4.1 …Calculate…the area of circles. Also Review of MA.5.A.6.2 Sunshine State Standards

5 1-2 Exponents Vocabulary exponent base exponential form

6 1-2 Exponents A number is in exponential form when it is written with a base and an exponent. 73737373 Base Exponent = 7  7  7= 343 An exponent tells how many times a number called the base is used as a factor.

7 1-2 Exponents Exponential Form10 1 Read“10 to the 1st power” Multiply10 Value10

8 1-2 Exponents Exponential Form10 2 Read “10 squared,” or “10 to the 2nd power” Multiply 10  10 Value100

9 1-2 Exponents Exponential Form10 3 Read “10 cubed,” or “10 to the 3rd power” Multiply 10  10  10 Value1,000

10 1-2 Exponents Exponential Form10 4 Read“10 to the 4th power” Multiply 10  10  10  10 Value10,000

11 1-2 Exponents Additional Example 1: Writing Numbers in Exponential Form Write each expression in exponential form. A. 5  5  5  5 B. 3  3  3  3  3 5 is a factor 4 times. 5454 3 is a factor 5 times. 3535

12 1-2 Exponents Check It Out: Example 1 Write each expression in exponential form. A. 7  7  7 B. 6  6  6  6  6  6 7 is a factor 3 times. 7373 6 is a factor 6 times. 6

13 1-2 Exponents Additional Example 2: Finding the Value of Numbers in Exponential Form Find each value. A. 2 6 B. 4 5 2626 4545 = 2  2  2  2  2  2 = 64 = 4  4  4  4  4 = 1,024

14 1-2 Exponents Check It Out: Example 2 Find each value. A. 3 4 B. 2 5 3434 2525 = 3  3  3  3 = 81 = 2  2  2  2  2 = 32

15 1-2 Exponents A phone tree is used to contact families at Paul’s school. The secretary calls 4 families. Then each family calls 4 other families, and so on. How many families will be notified during the fourth round of calls? 1 Understand the Problem The answer will be the number of families called in the 4th round. List the important information: The secretary calls 4 families. Each family calls 4 families. Additional Example 3: Problem Solving Application

16 1-2 Exponents You can draw a diagram to see how many calls are in each round. 2 Make a Plan Secretary 1st round–4 calls 2nd round–16 calls

17 1-2 Exponents Solve 3 Notice that in each round, the number of calls is a power of 4. 1st round: 4 calls = 4 = 4 1 2nd round: 16 calls = 4  4 = 4 2 So during the 4th round, there will be 4 4 calls. 4 4 = 4  4  4  4 = 256 During the 4th round of calls, 256 families will be notified. Look Back4 Drawing a diagram helps you see how to use exponents to solve the problem.

18 1-2 Exponents Check It Out: Example 3 A phone tree is used to contact families at Paul’s school. The secretary calls 3 families. Then each family calls 3 other families, and so on. How many families will be notified during the fourth round of calls? 1 Understand the Problem The answer will be the number of families called in the 4th round. List the important information: The secretary calls 3 families. Each family calls 3 families.

19 1-2 Exponents You can draw a diagram to see how many calls are in each round. 2 Make a Plan Secretary 1st round–3 calls 2nd round–9 calls

20 1-2 Exponents Solve 3 Notice that in each round, the number of calls is a power of 3. 1st round: 3 calls = 3 = 3 1 2nd round: 9 calls = 3  3 = 3 2 So during the 4th round, there will be 3 4 calls. 3 4 = 3  3  3  3 = 81 During the 4th round of calls, 81 families will be notified. Look Back4 Drawing a diagram helps you see how to use exponents to solve the problem.

21 1-2 Exponents Standard Lesson Quiz Lesson Quizzes Lesson Quiz for Student Response Systems

22 1-2 Exponents Lesson Quiz Write each expression in exponential form. 1. 12  12  12 2. 9  9  9  9  9  9  9 Find each value. 3. 20 2 4. 6 4 5. In a phone tree, each of 3 people will call 3 people, and then each of those will call 3 more. How many people will be called during the 5th round of calls? 9797 12 3 400 1,296 243

23 1-2 Exponents 1. Which of the following represents 15  15  15 in exponential form? A. 15 2 4 B. 15 33 C. 15 4 2 D. 15 5 1 Lesson Quiz for Student Response Systems

24 1-2 Exponents 2. Which of the following represents 12  12  12  12  12  12  12 in exponential form? A. 12 5 5 B. 12 6 6 C. 12 7 7 D. 12 8 8 Lesson Quiz for Student Response Systems

25 1-2 Exponents 3. Identify the value of 40 2. A. 400 B. 200 C. 1200 D. 1600 Lesson Quiz for Student Response Systems

26 1-2 Exponents 4. Identify the value of 5 4. A. 125 B. 225 C. 625 D. 1225 Lesson Quiz for Student Response Systems

27 1-2 Exponents 5. Sarah opened a savings account, and deposited $3 on the first day. Then, each day she deposited triple the amount of the previous day for five days. How much did she deposit on the fifth day? A. $9 B. $81 C. $243 D. $729 Lesson Quiz for Student Response Systems


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