Question

Which point lies in the solution set for the following system of inequalities?
y < x + 4
y < -2x + 2

(2, 3)

(0, -5)

(0, 5)

(1, 0)

Answer 1

Test each point provided (x, y) and plug it into the inequalities. See which point when substituted gives you TRUE for both inequalities.

Answer 2

just substitute the points on the inequalities to see which one is true.

Answer 3

I don't know how to do that

Answer 4

y < x + 4
y < -2x + 2

POINT: (2, 3) -- (x,y)

3 < 2 + 4
3 < -2(2) + 2

Answer 5

example points (0,5) x = 0 and y = 5 so let see if it works

y < x + 4 so 5 < 0 + 4 so 5 < 4 not true

it needs to work on both inequalities

Answer 6

i got 3<6
3<-2
the first ones right but not the second one

Answer 7

keep trying

Answer 8

it needs to be true on both

Answer 9

its D

Answer 10

what did you get for D ??

Answer 11

ugh nevermind :(

Answer 12

its B
0<6
-5<-2

Answer 13

good

Answer 14

It is B, but it looks like this

-5 < 4
-5< 2