Page 14 - WCS - Electrical
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WORKSHOP CALCULATION & SCIENCE  - CITS






           EXERCISE 1 : Fraction


           Unit, Fractions - Fractions - Addition, subtraction,

           multiplication & division


           Description
                                                          1
           A minimal quantity that is not a whole number.  For e.g.     .  A vulgur fraction consists of a numerator anddenominator.
           Numerator/Denominator                          5
           The number above the line in a vulgar fraction showing how many of the parts indicated by the denominator are
           taken is the numerator.  The total number of parts into which the whole quantity is divided and written below the
           line in a vulgar fraction is the denominator. e.g.
            1    ,  3    ,  7
            4  4  12
           1,3,7 - numerators        4,12 - denominators

           Fraction: Concept
           Every number can be represented as a fraction.e.g.
                5
             1 1  =     , A full number can be represented as an apparent fraction.e.g. (Fig 1)
            4   4











           Fraction:  Value
           The value of a fraction remains the same if the numerator and denominator of the fraction are multiplied or divided
           by the same number.(Fig 2)










           Multiplication
           When fractions are to be multiplied, multiply all the numerators to get the numerator of the product and multiply
           all the denominators to form the denominator of the product. (Fig 3)
           Division

           When a fraction is divided by another fraction the dividend is multiplied by the reciprocal of the divisor. (Fig 4)
           Addition and Subtraction
           The denominators of the fractions should be the same when adding  or subtracting the fractions.  Unequal
           denominators must first be formed into a common denominator.  It is the lowest common denominator and it is
           equal to the product of the most common prime numbers of the denominators of the fractions in question.(Fig 5)






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