Answer to Question #239379 in Differential Geometry | Topology for Josh

Differential Geometry | Topology

Question #239379

if x={1,2,3,4} what is the basis for p(x)?

Expert's answer

Answer in progress...

Learn more about our help with Assignments: Topology

Comments

No comments. Be the first!

Leave a comment

Related Questions

1. The Euclidean space p2 is metric space . Specially R' (real line) R2( the complex plane) etc ar
2. Let X be a metric space ,then show that (a) A subset F of X is closed iff Fc is open .(b) A subset E
3. Theorem:(i) For any collection {Gi} of open sets YGi is open .(ii) For any collection {Fi} of closed
4. Let the position vector of a stone at time,t be given as r(t)=cosh (t^2-1)I+ sinh(1-t)j+Bt^2kAssume
5. The real line with the usual topology is locally compact
6. A particle moves in space so that at time t its position is stated as x=2t+3, y=t2+3t, z=t3+2t2 Find
7. Find the general solution of these differential equations. 3) dy/dx = cosx/y 4) dy/dx = 4x/ey 5) x+4