PINKY MATHEMATICS: October 2012

Monday, 8 October 2012

Bercerita

Bentuk boleh dimainkan dengan seronok. Ia memerlukan imaginatif dan kreatif pemain. Bahannya mudah sahaja. Ia hanya memerlukan plasticine. Kita boleh membuat bentuk, kemudian mereka cerita itu sendiri menjadi satu cerita yang menarik.

Satu contohnya tayangan video yang menarik adalah seperti berikut :

Bentuk Dua Dimensi

Bentuk 2-D

Bentuk dua dimensi melibatkan panjang dan lebar sahaja.
Permukaannya rata.
Ia juga mempunyai bucu kecuali bentuk bulat dan bujur.
Bersisi lurus kecuali bentuk bulat dan bujur yang bersisi melengkung.

Denifisi Bentuk

BENTUK

Definisi Bahasa Melayu :

Bentuk secara amnya merujuk kepada rupa dan konfigurasi sesuatu objek, berbeza dengan jirim, kandungan, atau bahannya; oleh itu, sesuatu ucapan boleh mengandungi alasan (bahannya) yang amat baik, manakala gaya, tatabahasa, susunan (bentuknya) mungkin buruk. "Bentuk merangkumi struktur karya; kandungan merangkumi bahan, maksud, idea, atau kesan pengungkapannya." (Middleton 1999, m.s. 141)

Definisi Bahasa Inggeris :

This article is about describing the shape of an object. For common shapes, see list of geometric shapes. For other uses, see Shape (disambiguation).

The shape (Old English: gesceap, created thing) of an object located in some space is a geometrical description of the part of that space occupied by the object, as determined by its external boundary – abstracting from location and orientation in space, size, and other properties such as colour, content, and material composition.
Mathematician and statistician David George Kendall writes:^[1]

In this paper ‘shape’ is used in the vulgar sense, and means what one would normally expect it to mean. [...] We here define ‘shape’ informally as ‘all the geometrical information that remains when location, scale^[2] and rotational effects are filtered out from an object.’

Simple shapes can be described by basic geometry objects such as a set of two or more points, a line, a curve, a plane, a plane figure (e.g. square or circle), or a solid figure (e.g. cube or sphere). Most shapes occurring in the physical world are complex. Some, such as plant structures and coastlines, may be so arbitrary as to defy traditional mathematical description – in which case they may be analyzed by differential geometry, or as fractals.