Calculate Percentage: Finding Yellow Candles in a Set of 54

Roland counts the candles in the box and discovers that it contains 54 candles, 6 of which are yellow.

What is the percentage of yellow candles?

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1

Understand the problem

Roland counts the candles in the box and discovers that it contains 54 candles, 6 of which are yellow.

What is the percentage of yellow candles?

2

Step-by-step solution

To solve this problem, we'll determine what percentage of the candles are yellow:

  • Step 1: Use the formula for a percentage: Percentage of yellow candles=(Number of yellow candlesTotal number of candles)×100 \text{Percentage of yellow candles} = \left( \frac{\text{Number of yellow candles}}{\text{Total number of candles}} \right) \times 100
  • Step 2: Plug in the given numbers: The number of yellow candles is 6, and the total number of candles is 54.
  • Step 3: Calculate the fraction and convert to percentage: 654×100 \frac{6}{54} \times 100

Let's calculate:
654=0.1111 \frac{6}{54} = 0.1111\ldots (repeating decimal).
Then, convert to a percentage:
0.1111×100=11.11 0.1111\ldots \times 100 = 11.11\ldots which we round to the nearest whole number, resulting in 11%.

Therefore, 11% of the candles in the box are yellow.

3

Final Answer

11%

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Approximately what is \( \frac{1}{9} \) as a percentage?

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