Discuss the continuity of f of X is equals to greatest integer function of x

#Engineering and Architecture

181 Views

Discuss the continuity of f of X is equals to greatest integer function of x

Aditya maurya 21st Jul, 2018

Answer

Answer Later

Report

Answer (1)

mansiprofessional234 Student Expert 21st Jul, 2018

Hey,

There seems an error in your question but if you want to know about the continuity of greatest integer function x, then it is discontinuous at every integer point as the right and left limits do not come out as equal.But , if you want to ask something else, then please mention it in comments.

Thankyou

Like Share

Related Questions

The domain of the function f(x)=log0.5x!

2103 Views

integration of fractional integer function?

114 Views

If f(x)=f(x+1)+f(x+2) for all x belongs to R.g(x)=x by x-1 and g(g(x))=g sq (x), g(g(g(x)))=g cube (x).......... f(f(x))=f sq (x), f(f(f(x))

97 Views

The Taylor series expansion of log^log(1+x/1-x) at x= 0 is

181 Views

Locus of the point of intersect in of tangents to the circle x^2+y^2=a^2 which makes complementary angles with x-axes is x^2-Y^2=0 how?

192 Views

Applications for Admissions are open.

CLAT Current Affairs with GK ...

Apply

Stay updated with current affairs & check your preparation with the CLAT General Knowledge Mock Tests Ebook

CLAT English Language Mock Tests

Apply

Free Ebook - CLAT 2025 English Language questions with detailed solutions

ICFAI Business School-IBSAT 2024

Apply

9 IBS Campuses | Scholarships Worth Rs 10 CR

CLAT Legal Reasoning Mock Tests

Apply

Free Ebook - CLAT 2025 legal reasoning questions with detailed solutions

GIBS Business School Bangalor...

Apply

100% Placements with 220+ Companies

Great Lakes PGPM & PGDM 2025

Apply

Admissions Open | Globally Recognized by AACSB (US) & AMBA (UK) | 17.3 LPA Avg. CTC for PGPM 2024

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