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power your Brain | Show your Skills
Offline Beasty

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#11
Re: power your Brain | Show your Skills

The answer to all of the above is obviously 5.
16 Jun 2013, 09:12 PM
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Offline Omega

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#12
Re: power your Brain | Show your Skills

SmG Lich King Wrote:Child's play gimme a sec:

No 1 is positive 4
No 2 is ill let you figure that out
No 3 is 14
No 4 is 6 (modulus is always positive)

Here's a hint the values are all positive thanks to modulus... Maths C all the way
Failure.... and you say its child's play and get it wrong. The answer of 3 is 3 or -3...
@ Pulse same here. He said its easy and then failed epiclly. lolz
17 Jun 2013, 01:23 AM
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Offline SmG Phoenix

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#13
Re: power your Brain | Show your Skills

Only Alloy is right.
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17 Jun 2013, 03:37 AM
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Offline SmG Psych

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#14
Re: power your Brain | Show your Skills

Lich....please....ur making ur own bed here
@Beasty
Tu no saves mas mathimatico o español? Por que? Mathimatios es muy facil
(I really hope I'm not failing at my Spanish DX )
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17 Jun 2013, 04:05 AM
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Offline SmG Phoenix

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#15
Re: power your Brain | Show your Skills

I think this is in the wrong section, by the way.
/Moved.
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17 Jun 2013, 04:16 AM
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Away SmG PDrilla

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#16
Re: power your Brain | Show your Skills

Soft......
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17 Jun 2013, 07:51 AM
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Offline Alloy

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#17
Re: power your Brain | Show your Skills

Graph the equations guys...there are two possible answers. Cause it crosses the x axis twice! 6th grade math. xD Nuff said.

/Problems Solved

@SmG Pulse, true xD.

Oh and I'm pretty sure this is Blade's homework xD.
17 Jun 2013, 05:20 PM
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Offline Ray88

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#18
Re: power your Brain | Show your Skills

why lock it lol
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17 Jun 2013, 07:27 PM
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Offline Beasty

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#19
Re: power your Brain | Show your Skills

Cause im gonna spam it if ya dont, naturally >:D
17 Jun 2013, 07:30 PM
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Offline Alloy

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#20
Re: power your Brain | Show your Skills

Or i could just delete your posts.

Try to solve this guys if you want to know some brain thinking math, and don't use the calculator, you have to use your head, a sheet of paper, and a pencil.

Three distinct segments are chosen at random among the segments whose end points are the vertices of a regular 12-gon. What is the probability that the lengths of these three segments are the three side lengths of a triangle with positive area?

A. 553/715
B. 443/572
C. 111/143
D. 81/104
E. 223/286

Show me your work without using a calculator.
17 Jun 2013, 07:53 PM
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