The composition of functions is both commutative and as - Practice (English) | ObjectiveMcq

Loading practice questions

A focused practice platform for competitive-exam MCQs, subject wise, topic wise practice, and current affairs revision.

Exams

SSC CGL
UPSC CSE PRELIMS
IBPS PO
RRB NTPC
CDS

Subjects

Mathematics
Physics
General Knowledge
English
Reasoning

Resources

Current Affairs
Search MCQs
Practice Sets

Company

About Us
Contact
Privacy Policy
Terms of Use
Disclaimer
Copyright

Practice library for exams, subjects, and daily revision. For learning purposes only.

© 2026 ObjectiveMcq.ComAll rights reserved

The composition of functions is both commutative and as - Practice (English) | ObjectiveMcq

PracticeMathematicsBasicsThe composition of functions is bot...

Basics MathematicsHard

779 views

The composition of functions is both commutative and associative.

Correct Answer: B — False

Explanation:

No explanation is available for this question yet.

Related Practice

Let M={7,8,9}. Determine which of the following functions is invertible for f:M→M.
If f:N→N, g:N→N and h:N→R is defined as f(x) = 3x-5, g(y) = 6y² and h(z) = tan z, find ho(gof).
The function f:R→R defined by f(x)=5x+9 is invertible.
A function is invertible if it is ____________
If f:R→R is given by f(x) = (5+x⁴)^(1/4), then fοf(x) is _______
If f:R→R, g(x)=3x2+7 and f(x)=√x, then gοf(x) is equal to _______
Which of the following is not a valid elementary operation?
How many elementary operations are possible on Matrices?