direct variation function – a function that can be modeled with the equation y = kx

26

Upload: phebe-harrell

Post on 14-Jan-2016

216 views

Category:

Documents


2 download

TRANSCRIPT

Page 1: Direct Variation Function – A function that can be modeled with the equation y = kx
Page 2: Direct Variation Function – A function that can be modeled with the equation y = kx

Direct Variation Function – A function that can be modeled with the equation y = kx.

Page 3: Direct Variation Function – A function that can be modeled with the equation y = kx

Inverse Variation Function – A function that can be modeled with the equation y = k/x, also xy = k; where k does not equal zero.

Page 4: Direct Variation Function – A function that can be modeled with the equation y = kx
Page 5: Direct Variation Function – A function that can be modeled with the equation y = kx
Page 6: Direct Variation Function – A function that can be modeled with the equation y = kx
Page 7: Direct Variation Function – A function that can be modeled with the equation y = kx
Page 8: Direct Variation Function – A function that can be modeled with the equation y = kx
Page 9: Direct Variation Function – A function that can be modeled with the equation y = kx

Joint Variation – When one quantity varies with respect to two or more variables.

Page 10: Direct Variation Function – A function that can be modeled with the equation y = kx
Page 11: Direct Variation Function – A function that can be modeled with the equation y = kx
Page 12: Direct Variation Function – A function that can be modeled with the equation y = kx

ActivityGroups of 2 to 4Complete the handout

Supplies Graph Paper Scissors Glue Sticks Rulers

Page 13: Direct Variation Function – A function that can be modeled with the equation y = kx

Reciprocal Function – The parent function of the inverse variation family of curves

f(x) = 1/x.

Page 14: Direct Variation Function – A function that can be modeled with the equation y = kx
Page 15: Direct Variation Function – A function that can be modeled with the equation y = kx
Page 16: Direct Variation Function – A function that can be modeled with the equation y = kx
Page 17: Direct Variation Function – A function that can be modeled with the equation y = kx
Page 18: Direct Variation Function – A function that can be modeled with the equation y = kx
Page 19: Direct Variation Function – A function that can be modeled with the equation y = kx
Page 20: Direct Variation Function – A function that can be modeled with the equation y = kx
Page 21: Direct Variation Function – A function that can be modeled with the equation y = kx
Page 22: Direct Variation Function – A function that can be modeled with the equation y = kx
Page 23: Direct Variation Function – A function that can be modeled with the equation y = kx
Page 24: Direct Variation Function – A function that can be modeled with the equation y = kx
Page 25: Direct Variation Function – A function that can be modeled with the equation y = kx
Page 26: Direct Variation Function – A function that can be modeled with the equation y = kx

9-1 Inverse VariationEven Problems

9-2 Graphing Inverse VariationEvery Third Problem

Take a piece (or two) of graph paper if you need it.