How do you find the domain and range of #y> -2/3x - 5#?

1 Answer
JJ
Sep 2, 2017

Check out the explanation

Explanation:

For linear inequalities, the domain and range is all numbers. The reason is that for any y-value that you choose, there will always be an x-value that satisfies the inequality. Also, you can multiply, add, or subtract any real number to get an output of another real number.

#D: {x| -oo ≤ x ≤ oo}# or #D: (-oo, oo)#

#R: {y| -oo ≤ y ≤ oo}# or #R: (-oo, oo)#

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