While playing a game of strategy, nineteen groups of two black and two white seventh and eighth grade boys, otherwise similar, were systematically observed by black and white observers both, using a schedule derived from status characteristic theory. (JM)

The mathematics of an educational game commonly known as "Frogs" is analyzed to see different mathematical concepts imbedded in it. (MP)

Problem-solving is a necessary stage for all learning. Students who are learning English must pass through such a stage. The teacher must isolate problem-solving activities for use in the classroom. Role-playing, music and games (language puzzles, verbal or board games, action games) are suitable activities. (CFM)

Recommends the use of puzzles to help elementary school children sharpen their problem solving skills. Describes the use of a Puzzle Day to promote problem solving. (DDR)

Describes a classroom game that challenges students to identify characteristics of a place, learn the location of a nation, use reference books, solve a problem through critical thinking, and classify data by degree of usefulness. (LS)

Presents an activity using logic mystery stories that students solve by asking yes-or-no questions. Helps students discover the reasoning behind good questioning and provides for practice with instant feedback from the teacher. Includes sample stories. (MKR)

Describes a prototype university, Southeast State University, which was created for a simulation game that uses an in-basket format to mix reality with role playing and case study to teach decision making, problem solving, and conflict resolution in higher education administration courses. (four references) (LRW)

Discusses a problem involving probability and uncertainty that students can investigate experimentally or theoretically and transforms the problem to a two-player game so that students can be introduced to some fundamental concepts of decision making. Includes computer programs used to analyze the problems. (MKR)

Presents educational games to promote mathematical reasoning and problem solving in the primary grades. Children take charge of their learning and create exciting challenges for one another. (ASK)

Presents a game in which if player is playing a match of this game with an opponent, at each step in the game he has to decide whether to continue or to stop. Helps students to develop a strategy for making such a decision based on the expected gain and related probabilities. (Author/ASK)

In 1945, Bronislaw Knaster proposed a procedure to divide any number of indivisible goods between a finite number of players requiring the players to place monetary values or bids on all of the goods. Often discussed in math for liberal arts courses that concentrate on contemporary applications of mathematics for non-major students, Knaster's…

The experiments reported here were concerned with the development of delayed self-recognition. Children were videotaped playing a game and were marked covertly with a sticker on their forehead while doing so. The findings, of both a cross-sectional sample and a prospective longitudinal one, revealed that 3- but not 2.5-year-old children reached to…