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4.6
Write and graph direct variation
equations
Direct variation
• Two variables x and y show direct
variation provided y=ax and a does not
equal zero. (y varies directly with x)
• a is called the constant of variation
– Example: y=5x
• Any equation that can be rewritten as y=ax
represents direct variation.
– Example: 2x-3y=0
Determine whether each equation
represents direct variation and
identify the constant of variation:
• -x+y=1
• 2x+y=0
• 4x-5y=0
Graphing direct variation equations
Graph direct variation equations
xy
3
2
=
y
x
Graph direct variation equations
xy 3−=
y
x
Identify the constant of variation
• y=ax
– Substitute coordinates
– Solve for a
– Rewrite equation
• What is y if x is 3?
• What is y if x is 600?
y
x
(-2, 4)
Use direct variation
s
w
Use direct variation
Use direct variation

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4.6 notes

Hinweis der Redaktion

  1. S=aw like y varies directly with x
  2. C=as – c is dependent on s – s is the input, c is the output. Dividing each cost by the number of songs results in a consistent amount (.99)