A proportional relationship is represented by the equation #2x=18y#. If #x# is proportional to #y#, what is the constant of proportionality?

2 Answers
Jul 13, 2016

Constant of proportionality is #9#.

Explanation:

As #xpropy#, #x=ky#, where #k# is the constant of proportionality. It is apparent that #x/y=k#.

As we are given #2x=18y#, diving both sides by #2y#, we get

#(2x)/(2y)=(18y)/(2y)# or

#x/y=9#

Hence, constant of proportionality is #9#.

Jul 13, 2016

k= 9

Explanation:

#xpropy" "# can be changed to #x = ky#

In #x = ky#, k is the constant of proportionality.

Write #2x = 18y# in the same format: #x = 18/2y#

#if x = 9y#, then the constant is 9.