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Kyle's daughter wanted to decorate her room with her favorite color, yellow. Kyle had 161616\frac{1}{6} cans of yellow paint stored in the garage. He used 5565\frac{5}{6} cans to paint his daughter's room. How much yellow paint did Kyle have left?\newlineWrite your answer as a fraction or as a whole or mixed number.\newline____\_\_\_\_ cans

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Q. Kyle's daughter wanted to decorate her room with her favorite color, yellow. Kyle had 161616\frac{1}{6} cans of yellow paint stored in the garage. He used 5565\frac{5}{6} cans to paint his daughter's room. How much yellow paint did Kyle have left?\newlineWrite your answer as a fraction or as a whole or mixed number.\newline____\_\_\_\_ cans
  1. Identify initial paint amount: Step 11: Identify the total amount of paint Kyle initially had and how much was used.\newlineKyle started with 161616 \frac{1}{6} cans of paint and used 5565 \frac{5}{6} cans to paint the room.
  2. Convert to improper fractions: Step 22: Convert the mixed numbers to improper fractions for easier calculation.\newline1616=(16×6+1)/6=97616 \frac{1}{6} = (16\times6 + 1)/6 = \frac{97}{6}\newline556=(5×6+5)/6=3565 \frac{5}{6} = (5\times6 + 5)/6 = \frac{35}{6}
  3. Subtract paint used: Step 33: Subtract the amount of paint used from the total amount initially available.\newline976356=626\frac{97}{6} - \frac{35}{6} = \frac{62}{6}