Question

Which ordered pairs make both inequalities true? Check all that apply.

Answer 1

I JUST TOOK THE TEST AND THE ANSWER IS D

Answer 2

Answer:

None of these ordered pairs make both inequalities true.

Step-by-step explanation:

The given inequalities are

$y$

$y>x+1$

For (-3,2),

$2$

The first inequality is not true for (-3,2), therefore option 1 is incorrect.

For (-1,3),

$3$

The first inequality is not true for (-1,3), therefore option 2 is incorrect.

For (0,2),

$2$

The first inequality is not true for (0,2), therefore option 3 is incorrect.

For (1,2),

$2$

$2>1+1\Rightarrow 2>2$

The second inequality is not true for (1,2), therefore option 4 is incorrect.

For (2,-1),

$-1$

$-1>2+1\Rightarrow -1>3$

The second inequality is not true for (2,-1), therefore option 5 is incorrect.

For (2,2),

$2$

$2>2+1\Rightarrow 2>3$

The second inequality is not true for (2,2), therefore option 6 is incorrect.