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I can write rational numbers as evidenced by using long hand division with my pod.
I can write rational numbers as evidenced by using long hand division with my pod.
Example 1 p. 62 - Teacher Models
Example 1 p. 62 - Teacher Models
Notes:
Notes:
Terminating decimal
Terminating decimal
Repeating decimal
Repeating decimal
Your turn p. 63 (top)
Your turn p. 63 (top)
Teacher Models p. 63
Teacher Models p. 63
Your Turn p. 63 (bottom)
Your Turn p. 63 (bottom)
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Homework: 3-1 A/B # 1-6
Homework: 3-1 A/B # 1-6
m2 3.1 AB.pdfLesson 3.1 Day 2
Lesson 3.1 Day 2
I can convert a rational number to a decimal as evidenced by completion of the your turn problems.
I can convert a rational number to a decimal as evidenced by completion of the your turn problems.
What is a rational number? Check the glossary in your book.
What is a rational number? Check the glossary in your book.
With your group, come up with 4 examples of rational numbers.
With your group, come up with 4 examples of rational numbers.
Notes:
Notes:
Rational numbers
Rational numbers
Improper fraction
Improper fraction
Mixed number
Mixed number
With your group, come up with an answer to question 3 on p. 62 - Do you think a mixed number is a rational number?
With your group, come up with an answer to question 3 on p. 62 - Do you think a mixed number is a rational number?
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More practice 3-1 A/B # 1-6 as a whole group
More practice 3-1 A/B # 1-6 as a whole group
m2 3.1 AB.pdfGuided Practice p. 64 # 1-9 (no calculator)
Guided Practice p. 64 # 1-9 (no calculator)
Independent Practice p. 65 # 19-24
Independent Practice p. 65 # 19-24
Extra Time?
Extra Time?
3-1 D page
Homework: 3-1 A/B # 7-9
Homework: 3-1 A/B # 7-9
m2 3.1 AB.pdfReport abuse