What is the range of the function #2x +3y = 12#?

1 Answer
Oct 18, 2017

Answer:

All real numbers

Explanation:

You can simplify this equation to become a linear equation by isolating #y#.

First, subtract #2x# on both sides to get: #3y=-2x+12#.

Then, divide everything by 3.

#y=-2/3x+4#

Since this is a linear equation all numbers can be plugged in to get any range possible. Therefore, the range is all real numbers.