Question
Download Solution PDFMatch List I with List II
|
List – I |
List – II |
||
|
f(t) |
F(S) |
||
|
A. |
e-at |
I. |
\(\rm \frac{s}{s^2+ \omega^2}\) |
|
B. |
teat |
II. |
\(\rm \frac{\omega}{s^2+ \omega^2}\) |
|
C. |
sinωt |
III. |
\(\rm \frac{1}{(s- a)^2}\) |
|
D. |
cosωt |
IV. |
\(\rm \frac{1}{(s+ a)}\) |
Choose the correct answer from the options given below:
Answer (Detailed Solution Below)
Detailed Solution
Download Solution PDF|
List – I |
List – II |
|
f(t) |
F(S) |
|
e-at |
\(\rm \frac{1}{(s+ a)}\) |
|
teat |
\(\rm \frac{1}{(s- a)^2}\) |
|
sinωt |
\(\rm \frac{\omega}{s^2+ \omega^2}\) |
|
cosωt |
\(\rm \frac{s}{s^2+ \omega^2}\) |
Last updated on Jun 6, 2025
-> The UGC NET Exam Schedule 2025 for June has been released on its official website.
-> The UGC NET Application Correction Window 2025 is available from 14th May to 15th May 2025.
-> The UGC NET 2025 online application form submission closed on 12th May 2025.
-> The June 2025 Exam will be conducted from 21st June to 30th June 2025
-> The UGC-NET exam takes place for 85 subjects, to determine the eligibility for 'Junior Research Fellowship’ and ‘Assistant Professor’ posts, as well as for PhD. admissions.
-> The exam is conducted bi-annually - in June and December cycles.
-> The exam comprises two papers - Paper I and Paper II. Paper I consists of 50 questions and Paper II consists of 100 questions.
-> The candidates who are preparing for the exam can check the UGC NET Previous Year Papers and UGC NET Test Series to boost their preparations.