1. Monday 11/7/16
Agenda: HW sheet
EQ: What is a square root?
What is a cube root?
Why is it useful for me to know the square root of a number?
Why do we need to approximate the square root of a number that is not a perfect square?
How can I manually approximate the square root value of a number that is not a perfect square?
WU: Warm-Up:
On a clean sheet of paper in your notebook, draw and fill in the chart.
Work: FinishTest
Video- Exponents/Square Roots
WS – Solve
Close: Choose two of the EQ’s to respond to in your notebook.
3 x3 x3 52
625
8 x 8

2. Exponents/Square Roots - https://www.youtube.com/watch?v=C_iKTTI1E34

3. Monday 11/7/16
Agenda: HW sheet
EQ: What is a square root?
What is a cube root?
Why is it useful for me to know the square root of a number?
Why do we need to approximate the square root of a number that is not a perfect square?
How can I manually approximate the square root value of a number that is not a perfect square?
WU: Warm-Up:
On a clean sheet of paper in your notebook, draw and fill in the chart.
3 x3 x3 33 27
5 x 5 52 25
25 x25
252
625
8 x 8 82 64

4. What is a square root. One of two equal factors of a number. (Ex
What is a square root? One of two equal factors of a number. (Ex. The square root of 25 is 5.)
What is a cube root? One of three equal factors of a number. (Ex. The cube root of 27 is 3.
Why is it useful for me to know the square root of a number? There
Why do we need to approximate the square root of a number that is not a perfect square?
How can I manually approximate the square root value of a number that is not a perfect square?

5. Homeroom Expectations
Homeroom Assignment:
Work on an assignment, read a book, or study quietly.
Reminders:
Math HW Sheet
Social Studies Test tomorrow
Math test Monday
To Kill a Mocking Bird Questions
write something that they are thankful for on the leaves to go on the Thankful Tree
Homeroom Expectations
11/9-10/16
Make sure to go to the restroom and get water before coming to homeroom. (bathroom passes are for extreme emergencies.)
Come in quietly.
Remain seated and facing your table. (Leave desks where they are.)
Once in homeroom, you must remain here.
You should quietly review your notes, complete your homework, read a book, or study.
All conversation should be soft and limited.

6. Agenda: HW sheet. Quiz Friday. EQ: What is a square root?
Wednesday 11/9/16
Agenda: HW sheet. Quiz Friday.
EQ: What is a square root?
What is a cube root?
Why is it useful for me to know the square root of a number?
Why do we need to approximate the square root of a number that is not a perfect square?
How can I manually approximate the square root value of a number that is not a perfect square?
WU: Explain what a radical is when dealing with square roots. Explain why the square root of 256 is 16.
Open: Solve. Show your work 𝟔𝟒 =
Work: Review Exponents, Square Root, Solving Equations with Square Roots.
Finish WS and Check Answers
Estimating Square Roots
WS – Estimating Square Roots
Close: Choose two (different from yesterday) of the EQ’s to respond to in your notebook.

8. Thursday 11/9/16
Agenda: HW sheet. Quiz Friday.
EQ: What is a square root?
What is a cube root?
Why is it useful for me to know the square root of a number?
Why do we need to approximate the square root of a number that is not a perfect square?
How can I manually approximate the square root value of a number that is not a perfect square?
WU: Explain what a radical is when dealing with square roots. Explain why the square root of 256 is 16.
Open: Solve. Show your work 𝟔𝟒 =
Work: Review Exponents, Square Root, Solving Equations with Square Roots.
Finish WS and Check Answers
Estimating Square Roots
WS – Estimating Square Roots
Close: Choose two (different from yesterday) of the EQ’s to respond to in your notebook.

9. Make sure you know how to use your exponent rules.
Ex. 23 · 25 = = 2x2x2x2x2x2x2x2 = or 28
Thursday 11/10/16
Agenda: HW sheet. Quiz Friday.
EQ: What is a square root?
What is a cube root?
Why is it useful for me to know the square root of a number?
Why do we need to approximate the square root of a number that is not a perfect square?
How can I manually approximate the square root value of a number that is not a perfect square?
WU: Where in the real world can I see square root being used?
Solve. Show your work. 𝟏𝟗𝟔 + - 𝟔𝟒 =
Open: Write an example of a square root that has a perfect square and one that does not have a perfect square.
Work: WS – Estimating Square Roots (answers)
Video – Exponent Rules -
WS – Practice
Close: Ticket Out the Door

10. Exponent Rules - https://www.youtube.com/watch?v=kITJ6qH7jS0

12. CLASSIFYING REAL NUMBERS - https://www.youtube.com/watch?v=_iE3iTOsE08