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		Math Symbols - Greater 
		Than & Less ThanThe greater than > and less 
		than < symbols are familiar to everyone! The two signs are used to show 
		inequality between two numbers. Inequality is defined as an expression 
		which consists of two unequal quantities, with the sign of inequality (> 
		or <) between them; as, the inequality 1 < 2, or 5 > 2. Other symbols 
		used for greater and less than are shown in the table below:
 
				
					
						| Greater Than 
						& Less Than - Math Symbols
 | 
						Meaning
 |  
						| > | Greater Than |  
						| < | Less Than |  
						| ≤ | Less Than or 
						Equal To |  
						| ≥ | Greater Than 
						or Equal To |  
						| ≦ | Less Than 
						Over Equal To |  
						| ≧ | Greater Than 
						Over Equal To |  
						| ≨ | Less Than 
						but Not Equal To |  
						| ≩ | Greater Than 
						but Not Equal To |  
						| ≪ | Much Less 
						Than |  
						| ≫ | Much Greater 
						Than |  
						| 
						≳ | Greater Than 
						or Equivalent to |  
						| ≲ | Less Than or 
						Equivalent to |  
						| 
						≶ | Less Than or 
						Greater Than |  
						| ≷ | Greater Than 
						or Less Than |  
		Math Symbols - Solving 
		ProblemsSymbols are a vital part of 
		solving math problems and although it is impossible to remember every 
		math symbol, it is important that we are familiar with the symbols used 
		in everyday life. Math symbols are taught to children all over the 
		world, they are a global language regardless of the language spoken.
 
		Math Symbols - Roman 
			NumeralsThe Romans used letters from 
		the Latin alphabet for their numeric system. Although an ancient system, 
		Roman numerals are still occasionally used today. Movie credits often 
		use Roman numerals to display the year that the film was made e.g. the 
		year 2013 is displayed as MMXIII (2 x M to represent 1000, 1 x X to represent 10 and 
		3 x III to represent the number 3). The names of monarchs and popes also 
		use Roman numerals, e.g. Queen Elizabeth II and Pope Francis I. 
		Occasionally Roman numerals are featured on clock faces instead of 
		numbers.
 
				
					
						| Roman 
						Numeral 
 | Number 
 |  
						| Ⅰor 
						
						ⅰ | 
						1 |  
						| Ⅱ or ⅱ | 2 |  
						| Ⅲ or ⅲ | 3 |  
						| Ⅳ or ⅳ | 4 |  
						| Ⅴ or ⅴ | 5 |  
						| Ⅵ or ⅵ | 6 |  
						| Ⅶ or ⅶ | 7 |  
						| Ⅷ or ⅷ | 8 |  
						| Ⅸ or ⅸ | 9 |  
						| Ⅹ or ⅹ | 10 |  
						| Ⅺ or ⅺ | 11 |  
						| Ⅻ or ⅻ | 12 |  
						| Ⅼ or ⅼ | 50 |  
						| Ⅽ or ⅽ | 100 |  
						| Ⅾ or ⅾ | 500 |  
						| Ⅿ or ⅿ or ↀ | 1000 |  
						| ↁ | 5000 |  
						| ↂ | 10000 |  
		Statistical Math SymbolsStatistics is defined as the 
		branch of applied math which is concerned with the collection and 
		interpretation of quantitative data and the use of probability theory to 
		estimate population parameters. Common terms encountered in statistics 
		are Mean, Median and Mode.
 
		Math Symbols - GeometryGeometry is defined as being 
		the branch of math which investigates the relations, properties, 
		and measurement of solids, surfaces, lines, and angles; the science 
		which treats of the properties and relations of magnitudes; the science 
		of
 the relations of space. Common math geometry symbols include:
 
				
					
						| Geometry 
						Symbol 
 | Meaning 
 |  
						| 
						⊿ | Triangle |  
						| √ | Square Root |  
						| 
						∠ | Angle |  
						| ∡ | Measured 
						Angle |  
						| ∟ | Right Angle |  
						| ∥ | Parallel To |  
						| 
						∦ | Not Parallel 
						To |  
						| 
						∴ | Therefore |  
						| ∺ | Geometric 
						Proportion |  
						| 
						≎ | Geometrically Equivalent to |  
		Greek Math SymbolsThe Greek mathematician 
		Pythagoras is described by many as being the first pure mathematician 
		and is famous for his quote "Numbers rule all things". Pythagoras 
		considered the number five to be the symbol of humanity and the number 
		ten represents diving power. Pythagoras is most famous for his theorem 
		which states that in any right-angled triangle, the area of the square 
		whose side is the hypotenuse (side which is opposite the right angle) is 
		equal to the sum of the areas of the squares whose sides are the two 
		legs (two sides that meet at a right angle). His theorem can be written 
		as an equation which relates to the lengths of the sides a, b and c, and 
		is also called the the Pythagorean equation: a2 
		+ 
		b2 
		
		= c2 
		where c represents the length of the hypotenuse and a and 
		b represent the lengths of the other two sides.
 
 Math Symbols - Formula
 A mathematics formula 
		can be defined as a rule or principle which are expressed in algebraic 
		language. A formula is a prescribed or set form; an established rule; a 
		fixed or conventional method in which anything is to be done, arranged, 
		or said. In computing terms, a formula is defined as a logical sequence 
		of symbols which representing terms, predicates, connectives and 
		quantifiers which are either true or false.
 
 Math Symbols - Equations
 An equation is an expression 
		of the condition of equality between two algebraic quantities or sets of 
		quantities in math, the sign = is placed between them. Examples include binomial 
		equations; quadratic equations, algebraic equations, transcendental 
		equations, exponential equations, logarithmic equations or differential 
		equations.
 
				
					
						| 
						 | Math
						
						Symbols 
						Fact 1: Our math counting system is called Base-10 as we 
						use the numerals 0 to 9 and then reuse the digits when 
						we reach the number 10 |  
						| 
						 | Math Symbols 
						Fact 2: Computers use the Base-2 counting system, 
						also known as binary. Base-2 uses the numbers 0 and 1, 
						computers store data using a switching system, the 
						number 1 is used to indicate on and 0 is used to 
						represent off |  
						| 
						 | Math Symbols 
						Fact 3: On a computer numbers can be coded as 
						magnetic charges, using the binary system of 0 and 1, 
						either there is a charge or no charge, data is stored to 
						magnetic disks in this way |  
						| 
						 | Math Symbols 
						Fact 4: The hexadecimal (Base-16) number format is 
						used by computers for higher level functions, the 
						numbers 0-9 are used as well as the characters A-F |  
						| 
						 | Math Symbols 
						Fact 5: The term Infinity is often used in 
						mathematics and it is defined as something without a 
						limit. The infinity symbol  ∞ was introduced by the 
						English mathematician John Wallis and it is sometimes 
						referred to as the 'lazy 8' |  
						| 
						 | Math Symbols 
						Fact 6: A mathematical genius is referred to as a 
						'savant'. A savant is defined as someone with 
						outstanding ability and mathematical savants have the 
						ability to remember complex number sequences and solve 
						difficult calculations without the need for a calculator |  
						| 
						 | Math Symbols 
						Fact 7: The German mathematician Carl 
						Gauss(1777-1855) was known by the Latin term 'Princeps 
						mathematicorum' meaning 'Prince of Mathematics' due to 
						his amazing ability and his contribution to the world of 
						mathematics |  
						| 
						 | Math Symbols 
						Fact 8: A quintillion is the number one followed by 
						18 zeros and a Septillion is the number one followed by 
						24 zero's! |  
						| 
						 | Math Symbols 
						Fact 9: A maze with a single route through it is 
						called a unicursal maze. The Cretan maze (over 3,200 
						years old) is an example of a unicursal maze |  
						| 
						 | Math Symbols 
						Fact 10: The prefix 'milli' means a thousand |  
						| 
						 | Math Symbols 
						Fact 11: The prefix of the smallest possible unit is 
						a 'yocto' and a yoctometre is 1 / 1024
						of a metre |  
						| 
						 | Math Symbols 
						Fact 12: The prefix 'centi' means one hundred |  
						| 
						 | Math Symbols 
						Fact 13: The number 1 followed by 100 zeros is 
						called a googol! The term was invented by Milton Sirotta 
						who was the nephew of mathematician Edward Kasner in 
						1938 |  
						| 
						 | Math Symbols 
						Fact 14: Shapes that fit together without gaps are 
						referred to as 'tessellating', mozaics are examples of 
						shapes that 'tessellate' |  
						| 
						 | Math Symbols 
						Fact 15: Complicated patterns that continue no 
						matter how small the shape gets is called a 'fractal'. A 
						real snowflake is an example of a fractal! |  
			Math Symbols |