Page 130 - Maths Skills - 8
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128                                                                                                  Maths


           5.  In case of compound interest, the principal:                                           ........
                (i)   remains  constant  throughout  the  loan     7.  Amount = Principal    1   ........    .
                    period                                                                    ........
                (ii)   increases every year throughout the loan    8.  If rate  = R% annually, then rate  for quarter
                    period                                            year = ________.
               (iii)   decreases every year throughout the loan    9.  The period for which the interest is calculated
                    period                                            and  added  to  the  principal  is  called  ________
               (iv)  all of the above                                 period.

           6.  In case of compound interest:                     10.  If rate = R% annually, then rate for half-year =
                                                                      ________.
                (i)   the amount for the first year becomes the
                    interest for the second year               C. Write ‘T’ for true and ‘F’ for false statements
                (ii)   the amount for the first year becomes the               1
                                                                                 .
                    principal for the second year                  1.  10% =  100
               (iii)   the interest for the first year becomes the   2.  20% of 1000 is 250.
                    principal for the second year
               (iv)  all of the above                              3.  The time for which the money is lent is called
           7.  The interest together with principal is called:        the time period.

                (i)  simple interest  (ii)  compound interest      4.  The  sum  of  money  taken  as  loan  is  called
               (iii)   amount      (iv)  none of these                principal.
           8.  When Principal = ` P, Rate = R% per annum and       5.  Compound interest can also be calculated on the
               Time = n years, then compound interest is given        basis of simple interest.
               by the formula:                                     6.  Compound interest is always greater than simple


                (i)  A = P  1   R    n                                interest.


                               100                                 7.  Growth and depreciation can be calculated using
                                      n


                (ii)  C.I. = P 1   R                                  the compound interest formulae.

                                 100                               8.  The decrease in value of an article over a period
                                   R    n                             of time is called depreciation.
               (iii)  C.I. = P  1          1

                                    100                            9.  When growth takes place at a constant rate, we
               (iv)  all of the above                                 put (– R) in the place of R in the growth formula.

        B. Fill in the Blanks
                                                                         D. Case Study Based Questions
           1.  Amount = Principal + ________.
           2.  Overhead expenses are ________, _________,        Mohan took a loan
               __________, _________, etc.                       of ` 8000 from the
                                                                 bank  at  a  simple
           3.  Sum borrowed is called ________.                  interest  rate  of
           4.  The extra money paid by the borrower is called    5%  per  annum  for
               ________.                                         2 years and he has
           5.  Discount is always calculated on ________.        to  pay  back  the
                                                                 total amount of the
           6.  C.I. = Amount – ________.                         end of two years.
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