OT: attention Darkstone

[puckhead]

I'm bored moving kinda fast, thought you might dig this

 

[Darkstone42]

That was so high school. :p

Seriously, though, I liked it.

And I add this little video:

[YOUTUBE]BipvGD-LCjU[/YOUTUBE]

 

[Destroydacre]

I lost so many points for not adding C to my indefinite integrals.


I still forget every so often, though I don't have to do much calculus anymore. Kind of makes me sad. I'm a nerd.

 

[TheRobotDevil]

surprised you didnt solve this in the brain teaser thread chris

you are allowed 50 total coins in your pocket

the denominations are
0.01, 0.05, 0.10, 0.25, 0.50,1.00

you MUST have at least one of each
for each 1.00 coin, you must have at least (6) 0.01 coins
for each 0.25 coin, you must have at least (6) 0.05 coins
you must have more 0.10 coins than 0.05 coins
you must have an odd number of 0.50 coins


what is the maximum value you can have in your pocket?

 

[Darkstone42]

surprised you didnt solve this in the brain teaser thread chris

you are allowed 50 total coins in your pocket

the denominations are
0.01, 0.05, 0.10, 0.25, 0.50,1.00

you MUST have at least one of each
for each 1.00 coin, you must have at least (6) 0.01 coins
for each 0.25 coin, you must have at least (6) 0.05 coins
you must have more 0.10 coins than 0.05 coins
you must have an odd number of 0.50 coins


what is the maximum value you can have in your pocket?

Now that I've seen it, I'll solve it.

 

[TheRobotDevil]

Now that I've seen it, I'll solve it.

here is the thread http://www.sportshoopla.com/forums/sports-forum-general-discussion/46819-brain-teasers.html

 

[Darkstone42]

surprised you didnt solve this in the brain teaser thread chris

you are allowed 50 total coins in your pocket

the denominations are
0.01, 0.05, 0.10, 0.25, 0.50,1.00

you MUST have at least one of each
for each 1.00 coin, you must have at least (6) 0.01 coins
for each 0.25 coin, you must have at least (6) 0.05 coins
you must have more 0.10 coins than 0.05 coins
you must have an odd number of 0.50 coins


what is the maximum value you can have in your pocket?

When I solved it, I somehow missed the stipulation that you had to have one of each.

Oh well, I found a trend, so I can go from here...

 

[Darkstone42]

Wow, that was easy.

 

[smo5039]

+C

 

[Comeds]

Hi Darkstone, send me a few beers. Thanks.

 

[Maverick426h]

$16.81

 

[PhillyPhaithful48]

All this video did was remind how much I FUCKING hated calculus



Still got an A- but God it sucked