Recent content by djuiceholder

wow, thanks a lot. So, that means they can not travel without crashing. Even, 3 cars can't.

Homework Statement Imagine a planet in the shape of a regular tetrahedron (its surface consists of 4 equilateral triangles). Suppose that on each face there is a car traveling at a constant speed in clockwise direction along the edges bounding the face. Can they travel without crashing...

i posted this problem on a different folder and i was warned because it was a wrong place to post. anyways, i think i took it off

i was supposed to evaluate it. I don't know how though

Homework Statement so I have learned how to do different problems of series. but there's this problem that I spent hours last night but could not come up with anything. which is- ∞ [SIZE="6"]∑ n/2^(n-1) n=1 Homework Equations I have no idea The Attempt at a Solution so...

Help with "series" so I have learned how to do different problems of series. but there's this problem that I spent hours last night but could not come up with anything. which is- ∞ [SIZE="6"]∑ n/2^(n-1) n=1 so from there i was able to take out 2 and end up with: 2...

ok ok

ok ok