Fractions practice

Add tape-measure fractions

Add fractional amounts using the halves, fourths, eighths and finer binary divisions found on inch tape measures.

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Express both fractions in a shared subdivision, add their numerators and simplify. The practice uses fraction arithmetic associated with tape-measure divisions; it does not require estimating an unmarked distance from a picture.

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Learning objective

What this activity builds

Choose a shared binary fractional unit and combine two fraction-only measurements exactly.

Worked example

Two fractional lengths are 3/8 inch and 5/16 inch. What is their total?

11/16 inch.

Three eighths is six sixteenths. Adding 6/16 and 5/16 gives 11/16 of an inch, with the measurement unit unchanged.

Teaching notes

Make the practice count

  • Use a physical ruler to connect the fraction names with repeated halving.
  • Convert to the finer of two binary subdivisions when it is a common denominator.
  • Move to the separate fractional-inches activity when whole-inch parts are ready to be included.

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Math SheetNameScoreTeacherDate/ 10Adding Tape-measure FractionsAdd exact inch fractions shown in tape-measure units.1.78+12=2.12+78=3.12+18=4.24+34=5.24+12=6.58+12=7.48+916=8.12+34=9.816+24=10.616+12=math-sheet.comPage 1 / 1

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