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Page Title: Reading the Scale of a Rule or Tape - Continued
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Chapter 3 Reading Measuring Scales
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Reading the Scale of a Rule or Tape - Continued

TM  9-243 READING  THE  SCALE  OF  A  RULE  OR  TAPE  -  Continued Now turn the rule and look at the edge with a 16 marked on  it. To  determine  the  number  of  32nds  in  5/8,  remember four divisions or 4/32 are equal to 1/8 inch. If 1/8 is equal to  4/32,  then  5/8  is  equal  to  20/32  as  shown: If  1/8  =  4/32,  then  5/8  =  20/32 (4 x 5 = 20) There  are  now  16  equal  divisions  between  each  inch. Since 2/16 reduces to 1/8, divide each 1/8 into two equal parts  producing  1/16,  3/16,  5/16,  7/16,  9/16,  11/16, 13/16,  and  15/16. Common  tapes  and  rules  usually  are  not  graduated smaller   than   sixteenths.   However,   precision   measure- ments   require   smaller   graduations. 1. Find  the  20/32  reading  on  the  scale  as  shown above. 2. Write  the  new  fraction  2-20/32  inches. Finally,  look  at  the  edge  marked  64.  Each  inch  is  now divided  into  64  equal  parts. Look  at  the  back  of  the  machinist’s  rule.  Find  the  edge marked  32  and  once  again  look  between  the  numbers “2” and “3.” To  read  this  rule,  remember: 1. Sixteen  divisions  (16/32)  are  equal  to  1/2  inch. 2. Eight  divisions  (8/32)  are  equal  to  1/4  inch. 3. Four  divisions  (4/32)  are  equal  to  1/8  inch. 4. Two  divisions  (2/32)  are  equal  to  1/16  inch. To  read  2-5/8  inches  on  the  scale,  first  find  the  two  inch mark,  then  determine  the  number  of  32nds  in  5/8. To  read  this  rule,  remember: 1. Thirty-two  divisions  (32/64)  are  equal  to  1/2  inch. 2. Sixteen  divisions  (16/64)  are  equal  to  1/4  inch. 3. Eight  divisions  (8/64)  are  equal  to  1/8  inch. 4. Four  divisions  (4/64)  are  equal  to  1/16  inch. 5. Two  divisions  (2/64)  are  equal  to  1/32  inch. To  read  2-3/4  inches  on  this  scale,  first  find  the  two  inch mark.  Next,  determine  the  number  of  64ths  in  3/4. 3-2

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