Question

Which ordered pairs are solutions to the inequality 4x+y>−64x+y>−6?

Select each correct answer.

(4, −20)(4, −20)

(−3, 6)(−3, 6)

(−1, −1)(−1, −1)

(2, 0)(2, 0)

(0, −9)

Answer 1

4x+y>−64x+y implies -68x<0 implies x>0

Answer 2

?

Answer 3

can you provide a snapshot of the question?

Answer 4

all of it is up there

Answer 5

i dont know how to snap shot xd

Answer 6

ok so we got x>0

Answer 7

solutions can be from the first and 4th options only

Answer 8

oh ok thanks

Answer 9

also see 4x+y>-6
put x=2 and y=0 , see it is satisfied so (2,0) is solution

Answer 10

ok

Answer 11

put x=4, y=-20 then 4x+y=-16-20=-36<-6, so (4,-20) is not a solution

Answer 12

hence only one solution (2,0)

Answer 13

ok thanks gtg