Question

What is the solution set of |x + 3| > 7?

Answer 1

There will be two cases:
\[x+3 > 7\]
and
\[x+3 > -7\]
Solve both and "combine" answers to get the correct inequality.

Answer 2

x < –10 or x > 4

x < 10 or x > –4

x > –10 or x < 4

x > 10 or x < –4

are the choices i think its the second one im not sure

Answer 3

oops... aren't the 2 cases

x + 3 > 7

-(x +3 ) > 7 or x + 3 < -7

Answer 4

all you need to do is solve...

Answer 5

i got the first choice witch is x<-10 or x>4 am i right?

Answer 6

looks good to me

Answer 7

thank you!