Vocal answer check~
Which is false? -5 < -2 -8 > -1 5 < -10 14 > -9 I chose B~
does it only let you pick one option? C is also false
Ah no, just one. o.o
hm, just put B then
Okie dokie. |X| < 2 2 and -2 1, 0, and -2 2, 1, 0, -1, and -2 2 only I chose D..But I think I got it wrong.
I have a little person in the back of my head telling me it's A ._.
|x| < 2 implies that - 2 < x < 2
A?
if we are only talking about integer values then it would be every integer between -2 and 2 (again, the answer choices aren't quite right for this one either)
so what are the integers between -2 and 2?
Ohhhhh. 2, 1, 0, -1, and -2?
yes good (that's the best answer in this situation, the question isn't written well)
Yeah I'm sorry about that.
Opposite of 6 is -6, right?
yes
For the first question, the answer is C. -8 is not greater than -1.
it's asking which statements are false so wouldn't B and C both work?
Yeah, does it really not accept both...
Must be weird typo
Wait it's not -10, it's just 10.
oh in that case, then yeah, B is the only one that works
Which is false? -5 < -2 -8 > -1 5 < 10 14 > -9
yeah it's just B not C
But 10 is bigger..
it's asking which statement is false since C is true it is not the answer
Duh. XD
I'm sorry I'm slow, Vocal.
nah don't apologize, it's alright ^^ is there anything else?
Atm no. But can I leave this post open? I have more tomorrow from the same quiz but I'm about to pass out right now cx
sure
Aim for the bed
I am Shadow, I am buddy.
Thanks Vocal, have a wonderful night hun <3 You too Shadow :)
Have a good nights rest
Okay, it says I got it wrong~ |X| < 2 2 and -2 1, 0, and -2 2, 1, 0, -1, and -2 2 only NOT C.
@Vocaloid @Shadow
what is the question?
So A ~-~
i guess
Opposite of 6 e.e It's -6 right?
yes
Which has the greatest absolute value? -20 -10 10 0
ab·so·lute val·ue noun 1. MATHEMATICS the magnitude of a real number without regard to its sign.
so i guess -20
Kay
@Vocaloid You were wrong :c
I don't know how, it seemed right.
\(\color{#0cbb34}{\text{Originally Posted by}}\) @Allison Okay, it says I got it wrong~ |X| < 2 2 and -2 1, 0, and -2 2, 1, 0, -1, and -2 2 only NOT C. \(\color{#0cbb34}{\text{End of Quote}}\) |-2| = 2 2 is not less than 2 Thats why it was wrong \(2< 2\)
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