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Answer :
- Convert the percentage to a decimal: $0.5\% = 0.005$.
- Multiply the decimal by 126: $0.005 \times 126 = 0.63$.
- The result of the calculation is $0.63$.
- Therefore, $0.5\%$ of 126 is $\boxed{0.63}$.
### Explanation
1. Converting Percentage to Decimal
We need to calculate $0.5\%$ of 126. First, we convert the percentage to a decimal. To do this, we divide $0.5$ by $100$, which gives us $0.005$.
2. Multiplying Decimal by 126
Next, we multiply this decimal by 126 to find the value of $0.5\%$ of 126: $0.005 \times 126 = 0.63$.
3. Final Answer
Therefore, $0.5\%$ of 126 is $0.63$.
### Examples
In real life, calculating percentages is useful in many situations. For example, if you are buying an item that is 20% off and the original price is $100, you can calculate the discount amount by finding 20% of $100. This helps you determine the sale price and how much money you will save. Similarly, calculating percentages is used in finance to determine interest rates, investment returns, and tax calculations.
- Multiply the decimal by 126: $0.005 \times 126 = 0.63$.
- The result of the calculation is $0.63$.
- Therefore, $0.5\%$ of 126 is $\boxed{0.63}$.
### Explanation
1. Converting Percentage to Decimal
We need to calculate $0.5\%$ of 126. First, we convert the percentage to a decimal. To do this, we divide $0.5$ by $100$, which gives us $0.005$.
2. Multiplying Decimal by 126
Next, we multiply this decimal by 126 to find the value of $0.5\%$ of 126: $0.005 \times 126 = 0.63$.
3. Final Answer
Therefore, $0.5\%$ of 126 is $0.63$.
### Examples
In real life, calculating percentages is useful in many situations. For example, if you are buying an item that is 20% off and the original price is $100, you can calculate the discount amount by finding 20% of $100. This helps you determine the sale price and how much money you will save. Similarly, calculating percentages is used in finance to determine interest rates, investment returns, and tax calculations.
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