Question

Which of the following ordered pairs is a solution to the inequality y > −x + 3?

(0, 3)

(0, 0)

(1, −9)

(2, 4)

Answer 1

In an ordered pair you always have (x, y). To determine if a pair is a solution you plug in x and y from the pair and see if you get a true statement.

Examples:
1)
(0, 3) -> x=0, y=3

3 > -0 +3 3>3 False (it must be bigger than to be true)

2)
(0, 0) -> x=0, y=0

0 > -0 +3 0>3 False.

Answer 2

i really still dont get it.. and i hate being so complicated.

Answer 3

@nubeer can you help me with this one ;/

Answer 4

ya lets see..

Answer 5

ok for this one u have to plug in each of the options in the equation.. like the person did above ..

Answer 6

Plug in the (x,y) into the equation and evaluate if it is true or false. ie for the first one:
y > -x + 3 (0,3)
3> -(0) + 3
false, so the answer is not the first one

Answer 7

well do u get what he did?

Answer 8

kinda let me try it

Answer 9

0,0?

Answer 10

@nubeer ?

Answer 11

sorry wasn't looking and no .. its not that option

Answer 12

try the last option.

Answer 13

alright thanks

Answer 14

yw