Recent content by lvlastermind

Fair enough

I'm also wondering about Dr. 't Hooft. Why would he risk his reputation with this? From what I've read he's well respected and this leads me to believe that there may be more to Mars-One than I know. Could there be some plausibility to this or was 't Hooft simply bribed into support?

I don’t think anyone would say that sending people to Mars is impossible, just very difficult. My problem with Bas’ plan is that he doesn’t have a plan. He basically wants Mars-One to be a middle man to bring together suppliers and contractors to do the details for him. Bas just wants to put...

http://mars-one.com/en/ A former CEO (Bas Lansdorp) has started a company (Mars-One) with the intention of sending four people to Mars in 2023 to live there indefinitely. Yep, you read that right, they will live there forever. My BS meter initially was going wild but this story is...

Ahhhhh, this makes perfect sense now! So it is possible for SR to still work because the neutrinos may have used a higher dimension or another way to to traverse the distance at speeds < c. But wouldn't this mean that from our reference point the neutrino's speed was still > c?

http://www.popsci.com/military-aviation-amp-space/article/2009-03/hurricane-busters

Homework Statement v1 = (4,5,1) v2 = (12,14,3) v3 = (31,38,8) How many vectors are in {v1,v2,v3}? Homework Equations Not sure The Attempt at a Solution I'm not sure what the question is asking so I don't know where to begin.

This is the last time I'll bump this thread and if no one has an answer I'll let it die...

Yes, indefinite integral is what I'm looking for...

Sorry to bump this thread but I'm really interested about the answer...

Agreed... Hence I'm back to square one... Anyone know?

Yes, I meant indefinitely...

This is an inquiry that has been an itch I can't reach. Why can't the integral (1+(1/x))^x be evaluated? I know the limit {n->inf} (1+(1/x))^x = e but I don't understand why the function doesn't have an integral. Thanks in advance

Homework Statement A circular loop of radius r = 12cm is in a uniform magnetic field B=.5T w/ its plane normal to the direction of the field. If the magnitude of B then decreases at a constant rate of -.01T/s, at rate should r increase so the induced emf in the loop is zero? Homework...

Yah i heard about that and wasnt sure what to make of it... Hard to imagine a 134 year old woman in a 3rd world country...