A
constant of variation, also known as a
constant of proportionality, is a non-zero that relates two .
Direct Variation
In a , the constant of variation
k represents the of two variables. The ratio remains unchanged when the variables
x and
y change.
xy=k,where x=0 and y=0
When the variable
y is isolated on the left-hand side, the constant of variation
k defines the of the through the that represents the relationship between
x and
y.
xy=k⇔y=kx
Inverse Variation
In an , the constant of variation
k is the of two variables. The product remains the same when the variables
x and
y change.
xy=k,where x=0 and y=0