Recent content by wisredz

well I'm 17 and started to learn it when I was 16 :) I'm a self-taught too. If you work hard why not man? everything is possible.

yeah I know it, I said I did it that way. But the problem is that nothing is told about it. Anyway thnaks, I think the question wasn't complete in this case

that's because of this. suppose that a=x+y and b=xy then \sqrt (a + 2\sqrt b) = \sqrt x+ \sqrt y Ivy, I don't get what you mean. How do you know if the numbers x and y are rational then the only solution is x=y=0.5? and how do you know there is an infinite number of solutions if they...

How does he implies that? I got there before but I supposed that x and y are not irrational

can't get this! Hi there, I have a question that I cannot solve. Here it is. \frac{1}{\sqrt(4-2\sqrt3)}=x+y\sqrt3 then what is x^2+y^2? All I did was finding what left hand side stood for. It equals \frac{\sqrt3 + 1}{2} Any help?

replace 2x by u and you have secu 's derivative under the integral sign

Try to draw the velocity-time graph. The area under the curve will give you the displacement.

oh yes thank you everybody. I must be getting dumber by each second to miss this...

Yes but isn't there an algeabric way to calculate those values?

Well thanks but I just introduced myself to the integral calculus so I do not understand anything from what you say. edit: btw graphing doesn't count it is too easy using the graph

\int_a^b (x-x^2)dx What values of a and b make this integral's value maximum? I have tried to do it but cannot get it. I know that the maximum value of x-x^2 is 0,25. but I'm stuck from there. I try to write the integral in the form of a riemann sum but (b-a)s cancel each other.what am I to...

I do not feign hypotheses - "Isaac Newton" If I have seen further than others, it is by standing upon the shoulders of giants. - "Isaac Newton" I can calculate the motion of heavenly bodies, but not the madness of people. - "Isaac Newton" and of course some darth sidious quotes. So...

My method is new (is the first method to calculate pi(x) involving an integral and not a sum) so i think is worth publishing,the problem perhaps is that i am not famous and can not compete with these snobish teachers of important universities publishing nonsenses and useless things , sorry i...

I never thought that way but it is not needed. It's like the lines that are in theradar screens. I looked at your diagram, but the process is, I think, like building a circle by using a line segment and revolving it around a point. The two are similar. We use the point's place on the line to...

As far as I am concerned, we use the point's place on the line that revolves around the pole. I have shown the proportionality thus. You said that the line can intersect the spiral at most 3 times. I don't understand this because I think it is at most 1. That is because the spiral is made up...