Unit 2 6 th Grade Math Exponents, Perfect Squares, Square Roots and Order of Operation Review.

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Transcript of Unit 2 6 th Grade Math Exponents, Perfect Squares, Square Roots and Order of Operation Review.

Unit 2

6th Grade Math

Exponents, Perfect Squares, Square

Roots and Order of Operation Review

Rules for review• Use a white board (or piece of paper ) to

work out the problems and display your answer

• Show work when required

• Circle your answer

• Each slide will have one question followed by the answer

• Let’s begin!!

In the expression 54,

what is the base and what is the

exponent?

1

54

Exponent

Base( 5 * 5 * 5 * 5)

How do you read the

expression 54

2

54 = 5 to the

power of 4

( 5 * 5 * 5 * 5)

What is 10 cubed?3

10 cubed is 10 to the power of three

10 3

( 10 * 10 * 10)

What is the value of 23

4

What is the value of 23

2 x 2 x 2

4 x 2

8

What is the value of

43

5

4 x 4 x 4

16 x 4

64

Write

4 x 4 x 4 x 4

in exponential form

6

Write 4 x 4 x 4 x 4

in exponential form

44

Write

5 x 5 x 5

in exponential form

7

Write 5 x 5 x 5

in exponential form

53

What is the square root

of 81?

8

9 81

9 x 9

What is the square root

of 144?

9

12 144

12 x 12

A square patio has an area of

400 square feet. How long is each

side?

10

A square patio has an area of 400 square feet. How long is each

side?

20 feet

400 400

20 x 20

Janet’s pattern of increasing perfect squares is shown below.

25, 36, 49, ___, 81, 100 What number does Janet need to square in order to

find the missing term?

11

25, 36, 49, ____, 81, 100

52 62 72 2 92 102

864

What are the perfect squares

between

0 and 100

12

What are the perfect squares between 0 and 100

1 4 9 16 25 12 22 32 42 52

36 49 64 81 100 62 72 82 92 102

A square rug has an area of 361 square

feet. What is the length of one side?

13

A square rug has an area of 361 square feet. What is the length

of one side?

1919 x 19

14

1010 x 10

Simplify

42 X 2 – 32 +7

15

42 X 2 – 32 +7

16 X 2 – 32 +7

32 – 32 +7

7

Simplify48 - (2 x 3) 2

16

48 - (2 x 3) 2

48 - 6 2

12

48 - 36

Simplify

1 + (5 -3) 0 x 12

17

1 + (5 - 3) 0 x 12

1 + 2 0 x 12

1 + 1 x 12

1 + 1213

Simplify

8 (5 – 3) x 3 + 1

18

8 (5 – 3) x 3 + 1

8 2 x 3 + 14 x 3 + 1

12 + 113

Simplify

42 - (16 - 32) + 3

19

42 - (16 - 32) + 3

16 - (16 - 9) + 3

16 - 7+ 3

9 + 3

12

1,345,634,3450

20

Simplify

1,345,634,3450

= 1