Question

3x-4y>12

Answer 1

For this case we have the following inequality:

$3x-4y> 12$

We must find an ordered pair of the form $(x, y)$ that meets the inequality.

Example:

Pair 1: $(x, y) :( 0,0)$

$3 (0) -4 (0)> 12\\0> 12$

This pair does not satisfy the inequality.

Pair 2: $(x, y) :( 6,1)$

$3 (6) -4 (1)> 12\\18-4> 12\\14> 12$

This pair satisfies the inequality!

Thus, the pair$(x, y) :( 6,1)$ meets the inequality.

Answer:

$(x, y) :( 6,1)$