Kirill Zhukov

 Mathematics

Associated with Math.SE; for both general discussion & math qu...
May 18, 2014 11:48
Yep
May 18, 2014 11:46
@DavidKirby Ok, thanks. I will do try to do it myself
May 18, 2014 11:45
I need point of tangent line
May 18, 2014 11:44
?
May 18, 2014 11:44
So...
May 18, 2014 11:41
I will just find the roots for y = 0
May 18, 2014 11:40
So what we have now? I am lost
May 18, 2014 11:38
x(x-1)=0 ?
May 18, 2014 11:38
Sorry, how should I eliminate that? Can't get it
May 18, 2014 11:36
Yep, where x = 0
May 18, 2014 11:34
Why they should be equal to zero?
May 18, 2014 11:33
@DavidKirby Sorry for confusion.
May 18, 2014 11:24
@DavidKirby So, I have function f(x)=(x-1)arcsinx on [-1,1], and I need to verify somehow that the zero(s) of f represent points where function has tangent lines
May 18, 2014 11:22
And probably I am using wring approach to solve it, may be I don't need to find the root of this equation
May 18, 2014 11:21
Part of it
May 18, 2014 11:21
it's college problem
May 18, 2014 11:04
@DavidKirby thank you anyway. I keep trying.
May 18, 2014 11:04
@DavidKirby I know the root, but I need way to find it
May 18, 2014 10:51
@DavidKirby Exactly
May 18, 2014 10:50
@DavidKirby When you said constant you meant 0 or 1?
May 18, 2014 10:46
@DavidKirby what do you mean?
May 18, 2014 10:45
Can I have one more little hint?
May 18, 2014 10:37
@DavidKirby Are you about 0=arcsin(0)?
May 18, 2014 10:37
@DavidKirby right C:
May 18, 2014 10:32
@DavidKirby it's something not traditional, right?
May 18, 2014 10:30
Still can't get it
May 18, 2014 10:20
@DavidKirby Thanks, let me think.
May 18, 2014 10:20
@DavidKirby So I should do something with zero...
May 18, 2014 10:18
hi
May 18, 2014 10:17
What approach should I use to compute this equation? arcsinx+(x-1)/(sqrt(1-x*x))=0. I need only hint, not solution, please.
May 18, 2014 10:16
Hello everyone
Apr 23, 2014 16:23
Bye
Apr 23, 2014 16:23
Alright, thanks!
Apr 23, 2014 16:22
@MattN. yep, I know how to answer with example, just wondering should I give general answer or with example...
Apr 23, 2014 16:20
@MattN. so I have to provide any example? There is no general answer?
Apr 23, 2014 16:13
Could please somebody explain question? What are the similarities and differences between a function existing at a point and a limit of a function approaching a point? Really can't get it.
Apr 23, 2014 16:12
Hello everyone