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Rabbits! On Clyde’s Consistent Ranch, every rabbit always has six babies (called kits). Rabbits! On Clyde’s Consistent Ranch, every rabbit always has six babies (called kits).

Rabbits! On Clyde’s Consistent Ranch, every rabbit always has six babies (called kits). - PowerPoint Presentation

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Uploaded On 2018-10-29

Rabbits! On Clyde’s Consistent Ranch, every rabbit always has six babies (called kits). - PPT Presentation

Emeline Emeline has six kits and then each of her babies has six kits as soon as they grow up and each of their babies has six kits and so on How many kits will be in the 4 th generation of the family ID: 701688

kits simplify terms generation simplify kits generation terms emeline add left babies exponents divide subtract expressions definition questionhow essential

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Presentation Transcript

Slide1

Rabbits!

On Clyde’s Consistent Ranch, every rabbit always has six babies (called kits). Consider

Emeline:Emeline has six kits, and then each of her babies has six kits (as soon as they grow up), and each of their babies has six kits, and so on…How many kits will be in the 4th generation of the family after Emeline?Draw a diagram on your white board!Slide2

Emeline’s answer can be discovered more easily using exponents

Emeline

= 11st Generation =

6

2

nd Generation = 363rd Generation = 2164th Generation = 1,296

 Slide3

Exponents4.01Slide4

Essential QuestionHow do I use the definition of an exponent to simplify expressions?Slide5

ExponentsExponent: a notation that shows how many times a number is to be multiplied by itself

Example:

Practice:

49 128 Slide6

Order of OperationsSimplify groupsSimplify exponentsCircle termsMultiply and divide inside the terms

Add and subtract from left to rightSlide7

Steps: Example: Simplify groups

Simplify exponents Circle terms

Multiply and divide to simplify terms Add and subtract from left to right 4 – (9+1)² ÷ 5 + 2 ∙ 6 4 - ( 10)² ÷ 5 + 2 ∙ 6 4 - 100 ÷ 5 + 2 ∙ 6

4 - 20 + 12

- 16 + 12

-4Slide8

Steps: Example: Simplify groups

Simplify exponents Circle terms

Multiply and divide to simplify terms Add and subtract from left to right 3 + 4³ - 2 ∙ 10 3 + 4³ - 2 ∙ 10 3 + 64 - 2 ∙ 10

3 + 64 - 20

67 - 20

47Slide9

Practice: copy each problem down and then simplify

1) 2 2) 47 3) 24

4) 142 5) -7 6) 9

7) 23 8) -39 9) -86

Slide10

Essential QuestionHow do I use the definition of an exponent to simplify expressions?