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Third: Application of percentage

 Percentage is a ratio whose second term always =100
 A percent is a ratio that compares a number to 100 ( % ) like :

68                                            • 0.03 =      3        = 3%
                                                           100
        = 68%

100

Also : 25% = 25                               • 0.75 =     75        = 75%
                                                           100
                           100

Discount  =  original           price  ×  d%  =  original  price  ×   ??
                                                                     ??????

The price after the discount = the original price - the value
of the discount

  Example

 1) If the price of a mobile phone in a store is 12,750 pounds, the
 price is reduced by a rate of 8%. What is the price after the
 reduction? The value of the reduction in pounds

The price of discount = original price × d% = 12,750 × ????????= 1,020 pounds

    the price after discount = 12,750 – 1020 = 11,730 pounds

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