Maths Olympiad Prep

Library / /14 of 387

, 1998

Algebra Difficulty 1.0 Junior Find the answer Canada

If x+y+z=25x+y+z=25, x+y=19x+y=19 and y+z=18y+z=18, then yy equals

(A) 1313 (B) 1717 (C) 1212 (D) 66 (E) 6-6

Want a route through all this instead of an archive? The track puts 2,604 problems in a working order, from Junior Challenge level to the IMO shortlist.

Source: CEMC, University of Waterloo, licensed CC-BY-NC-4.0. Statement reproduced verbatim; metadata (topic, difficulty) added by this project. Solutions are the publisher's, linked not copied.