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Bellringer.

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Presentation on theme: "Bellringer."— Presentation transcript:

1 Bellringer

2 Bellringer Write and equation for each graph

3 5-5 Direct Variation

4 Direct Variation A function in the form ,where
, is a direct variation. The constant of variation, , is the coefficient of The variables and are said to vary directly with each other.

5 Is it direct variation? To discover this, just solve for y.
Find the constant of variation

6 Is it direct variation? Try these please.
Remember: To discover this, just solve for y. yes no no

7 Write the equation from a point
Given point: (4, -3)

8 Write the equation from a point
Your turn! Point (-3, -6) Point (12, -8)

9 Direct Variation Tables
Use the ratio, , to tell whether y varies directly with x. Why? Since, k = If yes, then write the direct variation equation. x y -2 1 4 8 -4 -10 5

10 Assignment Page 264 Numbers: even


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