Bellringer. Write and equation for each graph Bellringer.

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Bellringer

Transcript of Bellringer. Write and equation for each graph Bellringer.

Page 1: Bellringer. Write and equation for each graph Bellringer.

Bellringer

Page 2: Bellringer. Write and equation for each graph Bellringer.

Write and equation for each graphBellringer

Page 3: Bellringer. Write and equation for each graph Bellringer.

5-5

Direct Variation

Page 4: Bellringer. Write and equation for each graph Bellringer.

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.

k

kxy

yx

0k

x

Page 5: Bellringer. Write and equation for each graph Bellringer.

Is it direct variation?

To discover this, just solve for y. Find the constant of variation

x5 x5xy 52

2

5k

xy2

5

2

025 yx

2

Page 6: Bellringer. Write and equation for each graph Bellringer.

Is it direct variation?

Try these please. Remember: To discover this, just solve for y.

843 xy 925 yxxy 27

yes no no

Page 7: Bellringer. Write and equation for each graph Bellringer.

Write the equation from a point

Given point: (4, -3)

44

kxy 43 k

4

3k

xy4

3

Page 8: Bellringer. Write and equation for each graph Bellringer.

Write the equation from a point

Your turn!Point (-3, -6)

Point (12, -8)

Page 9: Bellringer. Write and equation for each graph Bellringer.

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

x

y

x y

-2 1

4 -2

8 -4

-10 5

Page 10: Bellringer. Write and equation for each graph Bellringer.

Assignment

Page 264Numbers: 2-28 even