Donkey Kong Jr. Math: Difference between revisions
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==External links== |
==External links== |
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* {{moby game|id=/donkey-kong-jr-math|name=''Donkey Kong Jr. Math''}} |
* {{moby game|id=/donkey-kong-jr-math|name=''Donkey Kong Jr. Math''}} |
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*[http://www.nindb.net/ |
*[http://www.nindb.net/game/donkey-kong-jr-math.html ''Donkey Kong Jr. Math''] at [http://www.nindb.net NinDB] |
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{{Donkey Kong series}} |
{{Donkey Kong series}} |
Revision as of 10:45, 5 July 2010
Donkey Kong Jr. Math | |
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File:Dk jr math box.jpg | |
Developer(s) | Nintendo |
Publisher(s) | Nintendo |
Platform(s) | Nintendo Entertainment System, Nintendo Gamecube (Animal Crossing game), Virtual Console |
Release | NES Virtual Console |
Genre(s) | Platformer, Edutainment (Arithmetic) |
Mode(s) | Single player, Two player |
Donkey Kong Jr. Math (ドンキーコングJR.の算数遊び, Donkī Kongu Junia no Sansū Asobi, Donkey Kong Jr.'s Math Game) is a Nintendo edutainment video game where the player must solve math problems in order to win. It was released in 1983 for the Family Computer and then outside Japan for the Nintendo Entertainment System two years later. In Japan it was released nearly one month after its first counterpart Popeye no Eigo Asobi which involved Popeye and English spelling. Donkey Kong Jr. Math was re-released in Japan in a two-in-one cartridge with the original Donkey Kong Jr. that was bundled with the C1 NES TV, a television set with an integrated Family Computer built in.
Donkey Kong, Jr. Math is one of the available NES games in the Nintendo GameCube version of Animal Crossing. It has been released on the Wii Virtual Console in Europe, Australia, Japan, and North America.
Gameplay
The game features one player and two player modes. In the one player mode, the objective is to enter math answers in order to receive points.
In the two player mode, each player applies a math operation (addition, subtraction, multiplication, or division) to the number they have to make it another number, trying to eventually reach a mutual goal number. However, signs and numbers are on the same field for each player, and they must race to reach the final number. The identity of player 2 is unknown.