to find centre of any curve

Cool goIITian

Posted on
11 May 2010 15:15:28 IST
Posts: 41
11 May 2010 15:15:28 IST
0 people liked this
2
662 View Post
to find centre of any curve
Engineering Entrance , JEE Main , JEE Advanced , Mathematics , Differential Calculus

hey guys this is a short method to find the centre of a curve

suppose the equation of general curve is

ax2+by2+2hxy+2gx+2fy+c

now diffrentiate above equation two times seperately  i.e

firstly   keeping X constant & Y variable i.e diffrentiate with respect to y

                                                          AND

Secondly  keeping Y constant &Xvariable i.e diffrentiate with respect to x

By these you will get two linear equations solve them simltaneously & you will get centre of that curve.

though by seeing it sounds to be big one but when you will do ,you will find it to be a good one & easier one since you will be able to find the centre  whether you doesn't know anything about that curve.


Comments (2)


Blazing goIITian

Joined: 20 May 2008 10:44:54 IST
Posts: 332
12 May 2010 12:15:30 IST
0 people liked this

can you please explain the theory behind this??????

Blazing goIITian

Joined: 27 Aug 2009 15:48:19 IST
Posts: 634
12 May 2010 15:34:56 IST
0 people liked this

i think that this method is given in arihant... anyways well explained



Quick Reply


Reply

Some HTML allowed.
Keep your comments above the belt or risk having them deleted.
Signup for a avatar to have your pictures show up by your comment
If Members see a thread that violates the Posting Rules, bring it to the attention of the Moderator Team
Free Sign Up!

Preparing for JEE?

Kickstart your preparation with new improved study material - Books & Online Test Series for JEE 2014/ 2015


@ INR 4,950/-

For Quick Info

Name

Mobile

E-mail

City

Class

Sponsored Ads
Vertical Limit

Top Contributors
All Time This Month Last Week
1. Bipin Dubey
Altitude - 16545 m
Post - 7958
2. Himanshu
Altitude - 10925 m
Post - 3836
3. Hari Shankar
Altitude - 9960 m
Post - 2185
4. edison
Altitude - 10815 m
Post - 7797
5. Sagar Saxena
Altitude - 8625 m
Post - 8064
6. Yagyadutt Mishr..
Altitude - 6330 m
Post - 1979