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Let ( x ) be the number of tandem bicycles, ( y ) be the number of tricycles, and ( z ) be the number of bicycles. The equations based on the problem are:

  1. ( 2x + 1y + 1z = 135 ) (for seats)
  2. ( 2x + 1y = 118 ) (for handlebars)
  3. ( 2x + 3y + 2z = 269 ) (for wheels)

By solving these equations, we find ( x = 24 ) (tandem bicycles) and ( y = 47 ) (tricycles), with ( z = 0 ) (bicycles). Thus, there are 24 tandem bicycles and 47 tricycles.

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1mo ago

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