Question

Which ordered pair is a solution to the inequality y > x + 3?

(-2, -3)

(-4, -1)

(-4, 1)

(1, 3)

Answer 1

do you know what to do here? replace \(x\) and\(y\) by the numbers in the ordered pairs and see if the inequality is true or not
lets try one

Answer 2

pick one

Answer 3

2nd

Answer 4

ok fine, i'll pick one
i pick (-2, -3) replace \(x\) by \(-2\) and \(y\) by \(-3\) and check the inequality
\[-3>-2+3\]
\[-3>1\] nope

Answer 5

ok lets do the second one as well

Answer 6

(-4, -1)
\[-1>-4+3\]
\[-1>-1\] nope (close, but no)

Answer 7

(-4, 1)
\[1>-4+3\]
\[1>-1\] ok why is it always C? should have checked C first

Answer 8

ahahhha thank you ;)

Answer 9

what about this one? Solve for x: x - 2 > 2x + 12

x > 14

x < 14

x > -14

x < -14