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joshkroger

Last status update:
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Date Signed Up:6/20/2011
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Highest Comment Rank:#35
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latest user's comments

#35 - or 9 times  [+] (1 new reply) 04/10/2016 on Can't stump the Sakamoto +1
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#36 - evilhomer (04/10/2016) [-]
appreciate it
#34 - I'll let you decide. 8 times  [+] (2 new replies) 04/10/2016 on Can't stump the Sakamoto +1
#35 - joshkroger (04/10/2016) [-]









or 9 times
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#36 - evilhomer (04/10/2016) [-]
appreciate it
#13 - Only one episode is out right now, though. …  [+] (5 new replies) 04/10/2016 on Can't stump the Sakamoto +14
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#33 - evilhomer (04/10/2016) [-]
for future reference, how many lines down did you do?
#34 - joshkroger (04/10/2016) [-]
I'll let you decide.







8 times
#35 - joshkroger (04/10/2016) [-]









or 9 times
User avatar
#36 - evilhomer (04/10/2016) [-]
appreciate it
#32 - bigchair (04/10/2016) [-]
thanks
#148 - kek bow before me 04/07/2016 on QUIRKLESS GET OUT MY... +3
#14 - Picture 04/07/2016 on 1889 0
#123 - Picture 04/07/2016 on yea i applied thermal paste +1
#10459 - Ore Monogatari!! Shigatsu wa Kimi no Uso Golden Time … 04/02/2016 on Anime Recommendation Thread 0
#11 - One of my top 3 favorites 04/02/2016 on Tom Cruise +4
#21 - yeah, but it was all divided …  [+] (1 new reply) 04/01/2016 on wrong +8
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#22 - notwalkingwaffles (04/01/2016) [-]
Oh, sorry chap, didn't see that for some reason.
#17 - lel, the integral = 666 Not sure if that was intenti…  [+] (15 new replies) 04/01/2016 on wrong +22
#37 - anon (04/01/2016) [-]
SUM of 1 to X (stepping by +1) =
(X*(X+1))/2

Sum of 1 to 10
(10 * 11)/2 = 110/2 = 55

Sum of 1 to 36
(36 * 37)/2 = 1332/2 = 666

How to reverse this formula?
SQRT( X + 0.25) - 0.5

SQRT((666 * 2) + 0.25) - 0.5
SQRT( 1332 +0.25 ) - 0.5 =
SQRT( 1332.25 ) - 0.5 =
36.5 - 0.5 = 36

Sum of 1 to 10 = 55
SQRT( 55*2 + 0.25 ) -0.5
SQRT( 110.25 ) -0.5
10.5 - 0.5 = 10

Easy Peasy
#38 - anon (04/01/2016) [-]
Oops, goofed there
How to reverse this formula?
SQRT( X *2 + 0.25) - 0.5

Forgot to list multiplying the X*2 and the formula doesn't work too well without that.
Sorry.
#19 - notwalkingwaffles (04/01/2016) [-]
**notwalkingwaffles used "*roll picture*"**
**notwalkingwaffles rolled image**
You missed a minus.
int of (5*sqrt(4*sin(90)))^2+11)*i^2 with respect to x from 0 to 6, we get i^2=-1, assuming we're dealing with degrees, sin(90)=1, we reduce the equation to:

int of -(25*4+11) with respect to x from 0 to 6 = -111*x evaluated from 0 to 6 = -666
User avatar
#56 - cormy (04/01/2016) [-]
No.
It's divided by -1 and multiplied by -1. i^2(-lne) = 1
Given the square root though, it could be either 111 or -89
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#57 - cormy (04/01/2016) [-]
WHOOPS forgot about the square.
Yeah no it's definitely all just positive, no possibility for -89 or anything like that.
111 is correct
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#49 - midgettitwank (04/01/2016) [-]
but what the christ are they integrating with respect to theres no x in the equation and the brackets = 111
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#54 - cormy (04/01/2016) [-]
It says dx at the end. dx denotes what you are integrating with respect to.
You are integrating with respect to x.
The whole thing can be simplified to a value. The integral of a value is that value multiplied by X.
User avatar
#55 - midgettitwank (04/01/2016) [-]
ohhhhh yeah shit man i'm studying it as we speak as well christ im stupid fuck
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#26 - commencingfailure (04/01/2016) [-]
ffs meant (25*4)^2
#28 - opblockedme (04/01/2016) [-]
You blocked me for some reason that's probably reasonable, so I made another account.
Anyway, I don't, because it doesn't say (25*4)^2, it says (5*sqrt(4*sin(90)))^2=(5*sqrt(4))^2=(5*2)^2=(5^2)*(2^2)=25*4
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#29 - commencingfailure (04/01/2016) [-]
Ah I read way too quickly. I see now - I'll unblock you btw
#30 - opblockedme (04/01/2016) [-]
Oh, thank you.
I mean, you probably had a good reason and such, so you don't have to, but thank you sir, I appreciate it.
User avatar
#25 - commencingfailure (04/01/2016) [-]
Why or how do you reduce the power 2 out of:

(25*4+11)^2
#21 - joshkroger (04/01/2016) [-]







yeah, but it was all divided by -1 from -ln(e). Sure the integral itself is -666, I guess I meant to say the whole equation.
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#22 - notwalkingwaffles (04/01/2016) [-]
Oh, sorry chap, didn't see that for some reason.