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Thursday, March 22 nd Please have Graphing worksheet out! Warm Up 1.Explain how you graph the point (3, -4) 2. What is k in the equation y=7x

Thursday, March 22 nd

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Thursday, March 22 nd. Warm Up. Please have Graphing worksheet out!. Explain how you graph the point (3, -4) 2. What is k in the equation y=7x. Corny of Joke of the Day. What did the big flower say to the little flower? “how are you, Bud?”. March Madness. March Madness - PowerPoint PPT Presentation

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Page 1: Thursday, March 22 nd

Thursday, March 22nd Please have Graphing

worksheet out!

Warm Up

1. Explain how you graph the point (3, -4)

2. What is k in the equation y=7x

Page 2: Thursday, March 22 nd

Corny of Joke of the Day

What did the big flower say

to the little flower?

“how are you, Bud?”

Page 3: Thursday, March 22 nd

MARCH MADNESS

Page 4: Thursday, March 22 nd

March Madness Grade 6

March MadnessMath CRCT: Grade 6Wednesday, March 21

Page 5: Thursday, March 22 nd

March Madness Grade 6

5. Which of these figures has the most lines of symmetry?

Page 6: Thursday, March 22 nd

March Madness Grade 6

6. On a certain map, .5 inch represents 75 miles. If the distance between two towns on this map is 2.25 inches, what is the actual distance between

the two towns?

Page 7: Thursday, March 22 nd

March Madness Grade 6

March MadnessMath CRCT: Grade 6Thursday, March 22

Page 8: Thursday, March 22 nd

March Madness Grade 6

7. Which method could be used to solve the number sentence shown?

4x = 16

A. Subtract 4 from 4x, and subtract 4 from 16B. Subtract 4 from 4x, and subtract 16 from 16

C. Divide 4x by 4, and divide 16 by 16D. Divide 4x by 4, and divide 16 by 4

Page 9: Thursday, March 22 nd

March Madness Grade 6

8. Which of the following nets can be folded along the dashed lines to form a cube?

Page 10: Thursday, March 22 nd

Homework Answers

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Where is the origin?!?!

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Do You Remember?Which axis is the horizontal axis? _____________Which axis is the vertical axis? _____________

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Label the Quadrants!

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How would you graph (-5, 7)

Page 15: Thursday, March 22 nd

Goal for TodayUnderstand how to graph y=kx

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DirectVariation

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Recap• A Linear equation makes a LINE

when graphed• Y= kx is a special kind of LINEAR

equation• Y=kx must go through (0,0)• In an equation we always put in a

number for k (y=2x) • K is our slope (how steep the line

is)

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Part I: Determining if a function is a Direct

Variation

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Which one is a direct variation?

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Which one is a direct variation?

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Direct variation equation• Equation can not have anything

added or subtracted to it.

• Remember that y=x/4 is the same as y = 1/4 x

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Which one is a direct variation?

1. Y= 3x+22. Y=3. Y= 0.85x4. Y= 5. Y= 443x

Page 23: Thursday, March 22 nd

Part II: Finding K in a Table

Page 24: Thursday, March 22 nd

Finding KK = y ÷ x

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Example #1

X 2 4 6Y 8 16 24

Answer: k=4

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Example #2

Answer: k=1/4

x y 8 212 320 528  

Page 27: Thursday, March 22 nd

Example #3

Answer: k=5/2 or 2 ½

X 4 12 16Y 10 30 40

Page 28: Thursday, March 22 nd

EXCITING NEWS!!! Now that we know how to find k in a table, we can look at a table to see if

it’s truly a direct variation!!! Steps: • For each ordered pair, divide y by x

and make sure it’s the same number!

• If it’s not then it isn’t a direct variation

Page 29: Thursday, March 22 nd

Which table shows a Direct Variation?

X 4 12 16Y 3 9 12

X 5 10 15Y 1 3 4

X 1 2 3Y 2 4 8

Page 30: Thursday, March 22 nd

Part III: Practicing Graphing

y = kx