I have used this successfully for my MBA students. I am pasting below some references that might be useful reading for you.
· Anno, Mitsumasa. Anno's Math Games (three volumes). New York: Philomel Books, 1987. ISBN 0399211519 (v. 1), ISBN 0698116720 (v. 2), ISBN 039922274X (v. 3).
· Botermans, Jack, et al. The World of Games: Their Origins and History, How to Play Them, and How to Make Them (translation of Wereld vol spelletjes). New York: Facts on File, 1989. ISBN 0816021848.
· Dudeney, H. E. Amusements in Mathematics. New York: Dover Publications, 1958.
· Gardner, Martin. "Mathematical Games-on the Fanciful History and the Creative Challenges of the Puzzle Game of Tangrams", Scientific American Aug. 1974, p. 98–103.
· Gardner, Martin. "More on Tangrams", Scientific American Sep. 1974, p. 187–191.
· Gardner, Martin. The 2nd Scientific American Book of Mathematical Puzzles and Diversions. New York: Simon & Schuster, 1961. ISBN 0671245597.
· Loyd, Sam. Sam Loyd's Book of Tangram Puzzles (The 8th Book of Tan Part I). Mineola, New York: Dover Publications, 1968.
· Slocum, Jerry, et al. Puzzles of Old and New: How to Make and Solve Them. De Meern, Netherlands: Plenary Publications International (Europe); Amsterdam, Netherlands: ADM International; Seattle: Distributed by University of Washington Press, 1986. ISBN 0295963506.
· Slocum, Jerry, et al. The Tangram Book: The Story of the Chinese Puzzle with Over 2000 Puzzles to Solve. New York: Sterling Publishing Company, 2003. ISBN 1-4027-0413-5.
With regards,
Payal