7/20
Understand the Problem
The question appears to be incomplete and consists of a fraction, specifically '7/20'. It likely relates to a mathematical calculation or ratio involving the numbers provided.
Answer
The fraction $ \frac{7}{20} $ is equal to $ 0.35 $ or $ 35\% $.
Answer for screen readers
The fraction $ \frac{7}{20} $ can be expressed as a decimal: $ 0.35 $ or as a percentage: $ 35% $.
Steps to Solve
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Understand the fraction The given expression is $ \frac{7}{20} $. This represents a ratio where 7 is the numerator and 20 is the denominator.
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Convert the fraction to a decimal (optional) To express $ \frac{7}{20} $ as a decimal, divide 7 by 20.
$$ \frac{7}{20} = 7 \div 20 = 0.35 $$
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Percentage conversion (if needed) To convert $ \frac{7}{20} $ into a percentage, multiply by 100.
$$ 0.35 \times 100 = 35% $$
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Identify potential contextual meanings Since we don't have the context of the problem, it's important to consider that $ \frac{7}{20} $ might stand for a proportional relationship, and could relate to several scenarios such as probability, parts of a whole, etc.
The fraction $ \frac{7}{20} $ can be expressed as a decimal: $ 0.35 $ or as a percentage: $ 35% $.
More Information
The fraction $ \frac{7}{20} $ indicates that 7 parts are considered out of 20 total parts. This is commonly used in statistics, finance, and everyday comparison tasks. It helps in understanding portions.
Tips
- Confusing the fraction with a whole number: Remember that $ \frac{7}{20} $ represents a part of a whole.
- Incorrectly converting fractions to decimals or percentages: Ensure to divide correctly and multiply by 100 accurately.
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