Discuss continuity of f (x)=[sin^-1x]. where [ ] is greatest integer function.

#Sciences

185 Views

Discuss continuity of f (x)=[sin^-1x]. where [ ] is greatest integer function.

Aditya maurya 22nd Jul, 2018

Answer

Answer Later

Report

Answer (1)

Syed Shahnawaz 22nd Jul, 2018

Dear,

This is not our cup of tea to discuss about this kind of problem.

But i will suggestde you to go with the BYJU'S- The learning application I hope that application will help you out

if my respond hurt you the dear i am sorry.

ALL THE BEST FOR THE FUTURE.

Like Share

Related Questions

If f & gAre the function whose graphs are as shown, let u(x) =f(g(x)); w(x) =g(g(x))

79 Views

What is the degreeof(x-a)(x-b)(x-c)(x-d)(x-e)(x-f).........(x-z)after simplification?

792 Views

discuss motion of rocket.Drive the expression of velocity for rocket.

83 Views

Name of graph. 1) y is inversely proportional to x. 2) y is inversely proportional to square of x

3620 Views

Cutoff of animal science please discuss to the this course

50 Views

Applications for Admissions are open.

Chandigarh University Admissi...

Apply

Ranked #1 Among all Private Indian Universities in QS Asia Rankings 2025 | Scholarships worth 210 CR

Indrashil University | B.Tech...

Apply

Apply for B.Tech | AICTE Aproved | UGC Recognized | International Collaborations for Global Edge | 100% Placement Assistance

Amity University Noida B.Tech...

Apply

Among Top 30 National Universities for Engineering (NIRF 2024) | 30+ Specializations | AI Powered Learning & State-of-the-Art Facilities

Amity University Noida MBA Ad...

Apply

Amongst top 3% universities globally (QS Rankings)

Amity University, Noida Law A...

Apply

700+ Campus placements at top national and global law firms, corporates, and judiciaries

DES Pune University B.Tech Ad...

Apply

Ranked 10th among Emerging Engineering Institutes in India by Times

View All Application Forms

Trending Articles/News

Download the Careers360 App on your Android phone

Regular exam updates, QnA, Predictors, College Applications & E-books now on your Mobile

150M+ Students

30,000+ Colleges

500+ Exams

1500+ E-books