Question

. Which statement completes the syllogism?

If |x| < a for some positive number a, then x < a.
______________________________________.

If |x| < a for some positive number a, then x > –a.

If |x| < a for some positive number a, then x < a.
If |x| < a for some positive number a, then x > –a.
If x < a then x > –a.
If x > –a then x < a.

Answer 1

@misty1212

Answer 2

i am not really sure how you are supposed to answer this question, but let me say what the answer is to "if |x|<a"

Answer 3

if \(|x|<a\) then \(x<a\) AND \(x>-a\)

Answer 4

Thank you will it be okay for to you to help me with this last one

Answer 5

@misty1212