Math Quantum

Study for ACT, CLEP, GMAT, GRE, and SAT

  • Home
  • Study
    • GMAT
    • GRE
  • Blog
  • About
    • Contact
    • Testimonials
    • About Me
  • Login
You are here: Home / GMAT Practice Questions / GMAT Problem Solving Question 30: Triple Venn Diagram

GMAT Problem Solving Question 30: Triple Venn Diagram

April 19, 2022 Leave a Comment

 
Try the following GMAT Problem Solving question that tests your understanding of how to set up problems best solved using triple Venn diagrams.

Question 30:

Of $28$ students taking at least one subject, the number taking Mathematics and English only equals the number taking Mathematics only. No student takes English only or History only, and six students take Mathematics and History, but no English. The number taking English and History only is five times the number taking all three subjects. If the number taking all three subjects is even and non-zero, the number taking English and Mathematics only is:

  1. $\quad 5$
  2. $\quad 6$
  3. $\quad 7$
  4. $\quad 8$
  5. $\quad 9$

Choice A

Video Explanation

 

Leave a Reply Cancel reply

Your email address will not be published. Required fields are marked *

  • Email
  • Facebook
  • Twitter
  • YouTube

© 2025, [M. Dabral, Quantum Education Inc.]. All rights reserved. GMAT™ is a registered trademark of the Graduate Management Admission Council™. The Graduate Management Admission Council™ does not endorse, nor is it affiliated in any way with the owner or any content of this web site. SAT® is a registered trademark of The College Board™. The College Board does not endorse, nor is it affiliated in any way with the owner or any content of this web site. ACT® is the registered trademark of ACT, Inc. Quantum ACT Prep has no affiliation with ACT, Inc., and this website is not approved or endorsed by ACT, Inc. GRE® is a registered trademark of Educational Testing Service (ETS). This website is not endorsed or approved by ETS.