1 / 22

Grade 9

Grade 9. N6: Determine an approximate Square root of positive rational numbers that are non perfect squares. Identify. Complete that table with perfect squares and non perfect squares that are quite close in value. Example: bigger than smaller than that means . Estimate.

chogan
Télécharger la présentation

Grade 9

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript

  1. Grade 9 N6: Determine an approximate Square root of positive rational numbers that are non perfect squares

  2. Identify Complete that table with perfect squares and non perfect squares that are quite close in value.

  3. Example:bigger than smaller thanthat means Estimate Without a calculator, estimate the value of the square roots. Use the “bigger than, smaller than” rule.

  4. A little game… I need 3 volunteers… Goal: make a number line showing the approximate square root of a non perfect square ex.√50

  5. Non perfect squares in the form of decimals: √o.79 ≈ √? = 0. so our answer will be a little bit √o.86 ≈ √? = 0. so our answer will be a little bit √1.42 ≈ √? = 0. so our answer will be a little bit

  6. Which is better? How can we determine which answer is closest? (At least two methods)

  7. Non perfect squares in the form of fraction: ≈ √? = 0. so our answer will be a little bit ≈ √? = 0. so our answer will be a little bit ≈ √? = 0. so our answer will be a little bit

  8. “approximately” can be expressed 3 different ways ≈

  9. Explain the answer to the following (WITHOUT using a calculator)

  10. Give the answer to the following (USING a calculator) Why may this be approximate?

  11. Give me a number that has a square root between 7 and 8. Whole number: Fraction: Decimal:

  12. Place the following on a number line: √8 √2 √6 √25/4 √6.25 Tip: find the square roots first and then place them on the number line.

  13. If a circle has an area of 50 cm², what is its radius?

  14. Estimate the square root. EXPLAIN YOUR STRATEGY . √300= √0.45= √(24/65) √1.4 Verify your answers with your calculator.

  15. In finding the √87 using the √ button on his calculator, Ryan said the exact answer is 9.327379053. Is this exact? Why or why not?

  16. Identify a whole number with a square root between six and seven. Identify a rational number with a square root between seven and eight.

  17. Home work!!! Let’s practice what we learned to reinforce all these new and exciting concepts! P.12 #13a, # 14 (remember that perimeter is the distance around an object),15,16,18 P. 18#5,6,811,12

  18. In class assignment to hand in: p.21 #1-8, 10-11 40 points!

  19. Describe What shape does the package for a Toblerone bar look like? Draw a picture to show the shape. Estimate the size of the bar and package. Then estimate how much cardboard it would take to make the package. Image reproduced from http://www.chocablog.com/wp-content/uploads/2006/07/toblerone2.jpg

  20. Explain Look at the object on the right. Is it a regular shape, or is it made of up smaller shapes? Explain your answer, using a diagram if possible. Image reproduced from http://admin.amccinc.com/Uploads/P1010001.JPG

  21. Explain The diagram on the right is a composite shape. What basic shapes is it made from? What object might this diagram represent?

  22. Calculate What is the surface area of the diagram on the right? Draw the different surfaces, and calculate the total surface area.

More Related