Ask
your own question, for FREE!
Mathematics
47 Online
OpenStudy (alfie):
find out if the following function is continuous: \[\frac{x}{\sqrt{y}}\] if y > 0 0 if y = 0 also, find out if it is uniformly continuos in D = { (x,y) : |x| <= y <= 2 } What I've done so far: the function to be continuos the limit to (0,0) must match the f(0,0) Anyhow, I found out the limit is path dependant, because if I run the limit through the line y = x I have the limit to be 0 But if I run it through: y = x^2 The limit is 1. I'm not sure if this is correct or not. Anyhow, how do I determine its uniform continuity ?
Can't find your answer?
Make a FREE account and ask your own questions, OR help others and earn volunteer hours!
Join our real-time social learning platform and learn together with your friends!
Join our real-time social learning platform and learn together with your friends!
Latest Questions
suger:
Thoughts? The white lights shimmer on the moon lit beach where my wedding took place.
1 hour ago
10 Replies
1 Medal
SnowyBreaks:
Can someone help me with this math problem I'm stuck on it file:///home/chronos/u-aa2fe6c6dc7e25032ada724dd3dfe4fb959c9a71/MyFiles/Downloads/Screenshot%2020
5 hours ago
4 Replies
0 Medals
Wolf95:
Would anyone miss me if I kill myself tonight, would anyone care if I did Knowing
3 hours ago
8 Replies
2 Medals
Arizona:
i am bord so dopes anyone know any apps the schools maybe did not block
10 hours ago
1 Reply
1 Medal