sign up I login
 advanced
» win an I-Phone. check i-points

Ask & Discuss Questions with Community & Experts

Moderation Team
 90 chars left    advanced
Ask iit jee aieee pet cbse icse state board experts Expert Question: today's question
Forum Index -> Algebra like the article? email it to a friend.  
Author Message
deep01 (42)

Blazing goIITian

Olaaa!! Perrrfect answer. 6  [12 rates]

deep01's Avatar

total posts: 399    
offline Offline
suppose i have drawn the graphs of f(x)={x,x2} and now how will i come to know that the fuction is continous,discontinous and diffrentiable??????????
 
pls explain ur answer as i am in need
    

All India Online Test on 25th Jan 2009 for - IIT, AIEEE, KCET, EAMCET and many more ..
Enrol Free. Refer Friends. Win I-Phone 3G. Register Now for FREE»

vish0001 (493)

Blazing goIITian

Olaaa!! Perrrfect answer. 79  bad job dude!! I dont approve of this answer! 2  [132 rates]

vish0001's Avatar

total posts: 1347    
offline Offline
yaar the function will be continous
but at (0,0) there will be a sharp turn in the combined curve of the two drawn
and differentiabilty is not defined for sharp points on a curve
so it will not be differentiable at the origin



 this reply: 5 points  (with Olaaa!! Perrrfect answer.   in 1 votes )   [?]
 
You have to be logged on to rate
  

All India Online Test on 25th Jan 2009 for - IIT, AIEEE, KCET, EAMCET and many more ..
Enrol Free. Refer Friends. Win I-Phone 3G. Register Now for FREE»

 
Forum Index -> Algebra
Go to:   

 Aakash Institute IIT/ AIEEE/ Medical Crash Course
Name  
E-mail  
Phone  
Mobile  
** Hurry. Exclusive goIIT Offer. Limited Seats Only!
available in: New Delhi, Amritsar, Bhatinda, Bokaro, Chandigarj, Dehradun, Guwhati, Hyderabad, Indore, Jaipur, Kanpur, Karnal, Kolkata, Kota, Lucknow, Ludhiana, Mumbai, Noida, Patiala, Patna, Pune, Ranchi, Varanasi
Top Offers for goIITians
Correspondence Courses
Brilliant Tutorials
Narayana Institute
Aakash Institute
Classroom/Crash Courses
Aakash-IITJEE : AIEEE
Aakash-IITJEE : DCE
Aakash-IITJEE : MHTCET
Aakash Institute : AIPMT
Online Test Series
Brilliant Tutorials
Narayana Institute
Aakash Institute
Mahesh Tutorials
AMITY      Sri Chaitanya