How do you write an inverse variation equations given x = 12 when y = 3.?

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Answer 1 · 2016-01-18T05:51:57

Explanation is given below.

The inverse variance equation is of the form.

#y=k/x#

Where #k# is the constant of variation.

We can find #k# by substituting the values of #x# and #y# in

#k=xy#

Our question gives the values as #x=12# and #y=3#.

#k=(12)(3)#

#k=36#

The inverse equation is #y=36/x#