Lucy Dewan Yuliyanto Department of Mathematics Education Universitas Pendidikan Indonesia Abstract : There are plenty definitions about the nature of mathematics. Mathematics has no generally accepted definition, it’s caused background of mathematician, place, time and culture etc. The nature of mathematics is so meaningful, we can define math based on ethymology, ontology, axiology and ephistimology. Mathematics is science. W hat’s mathematics? Somestimes, we can define it depend on social background, culture, time, philosophy, school of thought etc. It causes there are a lot of definition about the nature of mathematics. The nature of mathematics has been the focus of much writing over the last few decades (e.g., Begg, 1994, 2005; Dossey, 1992; Fuson, Kalchman & Bransford, 2005; Ocean, 2005; Presmeg, 2002; Winter, 2001). The nature of mathematics is explaining what the mathematics is from science view, knowledge view, onthology, ephistimology, ...
Alright.. everybody knows about focus, yeah.. focus is the condition of concentrating in a-point but for know it doesnt matter again, do you know why? there're some focussing on my life, it will impact our life, it has some advantages and disadvantages,too The first, FOCUS ON A-POINT The advantages You can focus on a-point, so it'll increase your performance in one target Someday, you'll be an expert of this aspect, you are EXPERT + MASTER It'll influence of your life.. You're TOTAL in this aspect The disadvantages You may be blind on some targets, and it'll decrease you ability in every aspects except you learn it all Sometimes, you will feel lazy or bored with this target so.. it'll improve your laziness point of you life The Second, FOCUS ON TWO-POINTS ALL The advantages You are UNIVERSAL, you can be an expert in more than one ability You're the BEST.. it's rare condition It'll make you learn about time management well Somet...
Tugas Program Komputer Kalkulator Pangkat dan Kombinasi Nama : Lucy Dewan Yuliyanto NIM : 110074 Kelas : A 2011 1. Algorithms Calculating_Exponent (a b =c) DECLARATION a, b, c : real; DESCRIPTION Read (a,b) c:=exp (b*ln(a)); ...
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