Question

Which lists all the integer solutions of the inequality |x| < 2?

A.
–2, –1, 0, 1, and 2

B.
–1, 0 and 1

C.
0 only

D.
1 only

Answer 1

What do you think the answer is?

Answer 2

Hint: Anything between the absolute value bars will become positive.
Example: $$|-4| = 4$$

Answer 3

maybe b or a
my closest i think

Answer 4

you there?

Answer 5

Sorry, lost connection for a second.

\(<\) Means less than.

For choice a, 2 is an input for \(x\)

\(2 < 2\)
Is impossible, because two is not less than two.

Answer 6

Its fine

Answer 7

Well what did you come up for as an answer?

Answer 8

I have to go, the correct answer is choice B.

Peace.