A Wizard performs pure magic. Being able to solve puzzles or problems in Mathematics can be almost magical. The math wizard may not know the technique, and yet may be able to apply common-sense in solving puzzles. An excellant example is that of Ramanujam, who with little formal training in math, could still solve many problems that baffled experts. Solving four different areas of puzzles in the given time needs focus, ability to deal with complicated data without getting confused and some practice in puzzles. |
Scroll below for details of various rounds G1 - Solve puzzles (Std 1 To 4) 07 Sep, 09:00 AM to 11:00 AM Solve the given puzzles which may be of different types - Numerical, Geometrical Patterns, Daily Life Math like clocks, money, etc. A complete / correct solution may not be possible, but the approach counts. G2 - Solve Puzzles (Std 5 To 8) 07 Sep, 09:00 AM to 11:00 AM Solve the given puzzles which may be of different types - Numerical, Geometrical Patterns, Algebraic, Symbolic or Logic. A complete / correct solution may not be possible, but the approach counts. Students should bring 2 sheets of foolscap paper (8 pages) and their math instruments (scale, pencil, compass, setsquare, etc.) for the competition. G3 - Solve Puzzles (Std 9 To 12) 07 Sep, 09:00 AM to 11:00 AM Solve the given puzzles which may be of different types - Numerical, Geometrical Patterns, Algebraic, Symbolic or Logic, Combinatorial. A complete / correct solution may not be possible, but the approach counts. Students should bring 2 sheets of foolscap paper (8 pages) and their math instruments (scale, pencil, compass, setsquare, etc.) for the competition. |