GATE CE 2024 Set 2 — Question 18

Go beyond PYQs with Success TrackerAI-powered personalised practice and doubt support. Unlimited practice on eligible plans; AI usage limits apply.
MCQ+1 / -0.33MediumShear CentreStress, Strain & BeamsStructural Engineering

Structural Engineering → Stress, Strain & Beams → Shear Centre

Last updated

Question

For a thin-walled section shown in the figure, points P, Q , and R are located on the major bending axis XXX - X of the section. Point Q is located on the web whereas point S is located at the intersection of the web and the top flange of the section.
A thin-walled I-section with unequal flanges. The web is vertical. The top and bottom flanges are horizontal and identical. Each flange has a $6\text{ cm}$ segment to the left of the web and a $3\text{ cm}$ segment to the right. Points P, Q, R are on the horizontal axis X-X. Q is on the web, P is to the left, R is to the right. Point S is at the top junction of web and flange.
(Figure NOT to scale)
Qualitatively, the shear center of the section lies at
Your answer

Choose one option, then check your answer.

The solution stays hidden until you check.

Continue learning with Success Tracker

A step still unclear? Work through it with support

Use Success Tracker to ask about the reasoning, then try another GATE CE question to check your understanding.

AI-powered practice· Unlimited practice on eligible plans
PYQs with solutions
Attempt available previous-year questions, then compare your reasoning with the worked solution. Coverage varies by stream.
Practice that adapts
Choose a topic, work on weaker areas and bookmark questions to revisit. Your attempts feed your progress tracking.
AI doubt support
Ask follow-up questions about a step or concept while practising, instead of stopping at the final answer.

Unlimited practice is available on eligible plans. Free practice and AI usage have limits; check the current plan allowances before choosing.

This page stays readable without an account. AI responses can be wrong; check them against the solution and source material.

More questions on Stress, Strain & Beams