Games are used by a teacher with the intention to adress math topics. Sometimes students can play the game avoiding the math.
The problem / intent
The teacher selects and deploys a mini-game to address a math topic in an engaging playful way. Students play the game in the classroom, are involved and like it. But they avoid or just miss the math that was intented by the teacher to focus on.
The context
This deployment pattern can be observed when an existing (mini-)game is added to a math lesson or course. Intentionally, the teacher tries to 'enrich' the lesson by adding a meaningful game that is closely related to the content of the lesson.
The problem that comes up in this approach is that the mini-games are played by the students, but that the student simply misses the intended mathematical exercise/idea during playtime.
The pattern describes how the teacher can solve this problem by adding explicit instructions.
play students play mini-game in math class (individual or in pairs) with a math teacher there; type of learning activity game and subject elements are integrated, but math content is conveyed implicitly and the link between game elements and math elements may be too weak.
Intended use the intended use of the mini-game is as educational activity; games as genres can be any but it is a mathematical game used in class, most likely a minigame is a puzzle, strategy, simulation or programming game;
This approach of 'adding mini-games' can be observed in the Netherlands
a lot, where math teachers have the opportunity to add mini-games from
www.thinklets.nl
(or the dutch version
www.rekenweb.nl
) to their lessons.
Examples
This pattern was found to occur with for example with the following games:
The minigame
pie has
students decorate a cake. They are supposed to use a clock (or degrees)
to make repeating and symmetric (rotational symmetry) decorations.
Instead they decorate the cake by drawing for example a face on it or a
house.
The 'cutting Cheese game' in Dutch afsnijden :
students cut of a piece of cheese with a specified weight; they can use
ratio, proportion and fractional reasoning to do this (for instance by
first halving, then cuttinhg each half in three parts etc.), instead
they just use trial and error and cut of very irregular shaped pieces.