227 reputation
19
bio website ionicabizau.net
location Romania
age 19
visits member for 1 year, 11 months
seen yesterday

Hi. My name is Ionică Bizău. I am an 19 (still counting!) year old student, web developer and piano player from Romania.

I started studying computer science five years ago, starting with little algorithms and continuing with Microsoft technologies (, , ).

Then I started to learn web developing, becoming a JavaScript programmer. In present, I am an Ubuntu user and a developer, loving the open source concept.

Website | GitHub | Twitter | PayPal Donations


1d
comment Find part of segment between two circle centers
This is really cool! Thanks! :-)
1d
accepted Find part of segment between two circle centers
1d
comment Find part of segment between two circle centers
@DheerajKumar $(x_1, y_1)$ is the source point of arrow, and $(x_2, y_2)$ is the target point of the arrow. These values I want to calculate using the other values that are known (the position of the circles, the radiuses etc.).
1d
asked Find part of segment between two circle centers
Nov
21
comment How can we calculate $(x^x)'$
This is even better and cleaner. Thanks!
Nov
21
accepted How can we calculate $(x^x)'$
Dec
26
awarded  Yearling
Dec
8
accepted Does Wolfram Alpha fail for $x^x$?
Nov
25
comment Does Wolfram Alpha fail for $x^x$?
@abiessu No, we can't use $lnx$ because we are forced to use $(0, ∞)$ interval for $x$. My question is about the negative numbers.
Nov
25
comment Does Wolfram Alpha fail for $x^x$?
@Listing Please see my edit. ${-1.1}^{-1.1}$ is not a real number, it is a complex number.
Nov
25
revised Does Wolfram Alpha fail for $x^x$?
added 186 characters in body
Nov
25
comment Does Wolfram Alpha fail for $x^x$?
Downvoter, please feel free to comment
Nov
25
asked Does Wolfram Alpha fail for $x^x$?
Nov
25
accepted What's the name of $x^x$?
Nov
11
awarded  Custodian
Nov
11
reviewed Approve What's the name of $x^x$?
Nov
11
asked What's the name of $x^x$?
Oct
22
comment How can we calculate $(x^x)'$
@DanielRust Sorry, I didn't know that $log x$ is also acceptable. Learning something new every day. Thanks
Oct
22
awarded  Commentator
Oct
22
suggested rejected edit on How can we calculate $(x^x)'$