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There were 6,4006,400 coffee mugs in the man's collection, but only 1616 of them had two handles. What percent of the mugs had two handles?

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Full solution

Q. There were 6,4006,400 coffee mugs in the man's collection, but only 1616 of them had two handles. What percent of the mugs had two handles?
  1. Set up equation: First, let's set up the equation to find the percentage. The formula for percentage is (PartWhole)×100(\frac{\text{Part}}{\text{Whole}}) \times 100.
  2. Plug in values: Now, plug in the values. The part is the number of mugs with two handles, which is 1616. The whole is the total number of mugs, which is 6,4006,400. So the equation is (166400)×100(\frac{16}{6400}) \times 100.
  3. Do the division: Do the division first. 1616 divided by 64006400 equals 0.00250.0025.
  4. Convert to percentage: Now, multiply 0.00250.0025 by 100100 to convert it to a percentage. 0.0025×1000.0025 \times 100 equals 0.25%0.25\%.

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