Page 128 - New Medley 5 Semester 1
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Example 32:  Express the following in the Hindu-Arabic Numerals:

                                    (a)  XVII  (b) LXXXIV  (c) CLIX  (d) DCCXL

               Solution:            (a)  XVII = 10 + 5 + 2 = 17

                                    (b)  LXXXIV = 50 + 30 + (5 – 1) = 80 + 4 = 84


                                    (c)  CLIX = 100 + 50 + (10 – 1) = 150 + 9 = 159

                                    (d)  DCCXL = 500 + 200 + (50 – 10) = 700 + 40 = 740


                                   Note: A  smaller  numeral  written  between  two  larger

                                   numerals  is  subtracted  from  the  numeral  present  to  its
                                   right.



                                                        EXERCISE 1.7



                A.  Write the Hindu-Arabic Numeral for each of the following.

                     1.  VIII                  2.  XVIII               3.  XXIX                4.  LXXV

                     5.  XCII                  6.  CXLIX               7.  CCC                 8.  CDLV

                     9.  DCCCXVI             10.  CML


                B.  Write the Roman Numeral for each of the following.

                     1.  9                     2.  15                  3.  36                  4.  49
                     5.  88                    6.  255                 7.  400                 8.  770


                     9.  888                 10.  1000


                C.  Which of the following are meaningless?
                     1.  IIII                  2.  VX                  3.  CM                  4.  LL

                     5.  MMMD                  6.  LXXX                7.  DCCCC               8.  VC

                     9.  IL                  10.  LIXX


                D.  Find the value of the following expressions.

                     1.  LX + XL =                                       2.  D – CX =

                     3.  XXX ÷ V =                                       4.  LV × II =




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