Where are yall?

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Timo
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Re: Where are yall?

Post by Timo »

Im ok for this evening too

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Matty
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Re: Where are yall?

Post by Matty »

Legolego40 wrote:
Leader wrote:Night:
You + Timo + Me + everyone who wants = play today evening (Saturday)?
I'm already ready for sleeping, due that I took bath very early today.

So if you guys want to waste time, then we can do it Image
Of course math homework still is not done Image

Maybe you want to help me?
|x+1|+|x|=3

Who knows what's x?
Absolute Value, right?

I believe |x + 1| + |x| = 3 is the same as x + 1 + x = 3, because all absolute value does is make the values within positive. Combine like terms, and you have 2x + 1 = 3. Next, subtract 1 from both sides, and you have 2x = 2. Finally, ide both sides by 2, and you have x = 1.
Sorry but if x is equal to -2 the equation should be fine too... cause |x+1|---->|-2+1|----->|-1|---->absolute value is just 1..... 1+ |x|.... x is -2-----> absolute value is 2..... 1+2=3. I think that x can be -2 too ...

So... solutions should be: 1 and -2
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Dr.MonaLisa
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Re: Where are yall?

Post by Dr.MonaLisa »

But Matty...
|2x| = -2 or -2
So |x| = 1 or -1...

I don't think you are right with -2...
BUT maybe you're right... jesus, now I don't know...
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Matty
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Re: Where are yall?

Post by Matty »

Leader wrote:But Matty...
|2x| = -2 or -1
So |x| = 1 or -1...

I don't think you are right with -2...
BUT maybe you're right... jesus, now I don't know...
I didn't understand your method
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Dr.MonaLisa
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Re: Where are yall?

Post by Dr.MonaLisa »

Now I think you may be right...
I just thought we can count |-1+1| before, so it be like 1+1 +|x|...
But maybe we really have to count it before... Jesus xD I trust you, so I'll write like you said.
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Matty
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Re: Where are yall?

Post by Matty »

Leader wrote:Now I think you may be right...
I just thought we can count |-1+1| before, so it be like 1+1 +|x|...
But maybe we really have to count it before... Jesus xD I trust you, so I'll write like you said.
Well, it isn't ||x|+1|, so you can't solve it in that way. If you have |+1-2| you do |-1| and then it is equal to 1. You can't change signes of single numbers. The absolute value must be applied for the whole score into |.....| and not to the single numbers ....
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Dr.MonaLisa
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Re: Where are yall?

Post by Dr.MonaLisa »

Okay Image Thanks for help Image
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lukwerty
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Re: Where are yall?

Post by lukwerty »

The number of the day is 2. *Because 1 + 1= 2*

* The mind of a person thinks different of another one, that's why is important to share our knowledges.

So, the answer is 2! xD
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Legolego40
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Re: Where are yall?

Post by Legolego40 »

Leader wrote:Hmm, thanks for helpingn guys.
Anyway, I think there are 2 possible ways.

I think x may be 1 and -1.
Why?

|x+1|+|x|=3

So for example:
|1+1|+|1|=3

BUT with absolute value:
|-1+1|+|-1|=3

So on the test I did that x = 1 or -1.

Hope it's correct ^^
|-1 + 1| + |-1| is |0| + |1|, or 1. Thus, -1 wouldn't work.
Though, luk and Matty are right; x = 1 & x = -2, because |-2 + 1| + |-2| is |-1| + |-2|, or 1 + 2, which equals 3.

By the way, this got me wondering: should we have a homework help topic?
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Matty
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Re: Where are yall?

Post by Matty »

Legolego40 wrote:
Leader wrote:Hmm, thanks for helpingn guys.
Anyway, I think there are 2 possible ways.

I think x may be 1 and -1.
Why?

|x+1|+|x|=3

So for example:
|1+1|+|1|=3

BUT with absolute value:
|-1+1|+|-1|=3

So on the test I did that x = 1 or -1.

Hope it's correct ^^
|-1 + 1| + |-1| is |0| + |1|, or 1. Thus, -1 wouldn't work.
Though, luk and Matty are right; x = 1 & x = -2, because |-2 + 1| + |-2| is |-1| + |-2|, or 1 + 2, which equals 3.

By the way, this got me wondering: should we have a homework help topic?
It is a good idea i think.
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