Help ATS with a contribution via PayPal:
learn more

a gf texted me this math problem.

page: 1
2

log in

join

posted on Jan, 9 2012 @ 12:32 AM
link   
Lol its (2+3 square root 6)+ (4- 2 square root 5)... Good luck
*evil laugh* hahaahah

Her words exactly. Now is she looking for 5 multiplied by the square root of 6 in the first set of paranthases and 2 multiplied by the square root of 5 in the second pair? Then add those together? Is that how this works? A solution would be appreciated as well but I prefer it with an explanation so ill know how to do it in the future...

Thanks ATS in advance!




posted on Jan, 9 2012 @ 12:33 AM
link   
reply to post by 3n19m470
 


8.8763332733499549017735048866551217050166057227469589367562



posted on Jan, 9 2012 @ 12:35 AM
link   

Originally posted by darrman
reply to post by 3n19m470
 


8.8763332733499549017735048866551217050166057227469589367562

I think you forgot to carry a 1



posted on Jan, 9 2012 @ 12:35 AM
link   
reply to post by darrman
 


sorry,, a math-magician never gives up his Secrets



posted on Jan, 9 2012 @ 12:36 AM
link   



posted on Jan, 9 2012 @ 12:38 AM
link   

Originally posted by 3n19m470
Lol its (2+3 square root 6)+ (4- 2 square root 5)... Good luck
*evil laugh* hahaahah

Her words exactly. Now is she looking for 5 multiplied by the square root of 6 in the first set of paranthases and 2 multiplied by the square root of 5 in the second pair? Then add those together? Is that how this works?



Thats assuming the equation survived those copy and pastes from there to here intact, but if it really is
(5 * √6) + (2 * √5)
then this is
12.24744871 + 4.472135955
= 16.71958

There is some uncertainly because if the equation in the original problem is actually
(2 + 3√6) + (4 - 2√5)
then the answer is different because the multiplications of the roots come first.
( 2 + 7.348) + (4 - 4.472)
= (9.348) + (0.472)
= 9.8206


edit on 9-1-2012 by alfa1 because: (no reason given)



posted on Jan, 9 2012 @ 12:38 AM
link   
reply to post by 3n19m470
 

nvm, a numerologist kindly chimed in above and possibly gave you the correct answer ^ ^
edit on 9/1/12 by LightSpeedDriver because: nvm



posted on Jan, 9 2012 @ 12:41 AM
link   
reply to post by alfa1
 


using YOUR math.. i get

16.719584668915469883804767710992009430710974122506402090705



posted on Jan, 9 2012 @ 12:42 AM
link   
reply to post by darrman
 


ohhhh i suppose i should Flag the OP...lol



here you go!!



posted on Jan, 9 2012 @ 12:44 AM
link   
reply to post by 3n19m470
 


42...

It's always 42.

Just can't remember the question...




posted on Jan, 9 2012 @ 12:46 AM
link   
I sense someone is trying to earn "Brownie" points
and they are using ATS to do so...

haha,


I have and will do the same in the future...

Have a star for good luck
and a Flag to aid in your quest!



posted on Jan, 9 2012 @ 06:35 AM
link   
Yup, give her a call, looks like someone is hooking up with the past and having a good time, so its time you logged off ats and gave her call back.



posted on Apr, 14 2012 @ 11:58 PM
link   
Wow thanks everyone, I honestly forgot I posted this so sorry for my rudeness!



posted on Apr, 8 2013 @ 07:30 AM
link   

Originally posted by 3n19m470
Lol its (2+3 square root 6)+ (4- 2 square root 5)... Good luck
*evil laugh* hahaahah

Her words exactly. Now is she looking for 5 multiplied by the square root of 6 in the first set of paranthases and 2 multiplied by the square root of 5 in the second pair? Then add those together? Is that how this works? A solution would be appreciated as well but I prefer it with an explanation so ill know how to do it in the future...

Thanks ATS in advance!


You have a gf? (male crossdresser?)

Don't lie bub... you know you don't have a girlfriend. --Your mother doesnt count.






top topics



 
2

log in

join