9/3 as a mixed number
Understand the Problem
The question is asking how to express the fraction 9/3 as a mixed number. This involves dividing the numerator by the denominator to find the whole number and any remaining fraction, if applicable.
Answer
3
Answer for screen readers
The mixed number for the fraction $ \frac{9}{3} $ is $ 3 $.
Steps to Solve
- Divide the Numerator by the Denominator
To express the fraction $ \frac{9}{3} $ as a mixed number, we start by dividing the numerator (9) by the denominator (3).
Calculate: $$ 9 \div 3 = 3 $$
This gives us the whole number part of the mixed number.
- Check for Remainder
After division, check if there is any remainder. In this case:
$$ 9\ \text{mod}\ 3 = 0 $$
Since the remainder is 0, there is no fractional part.
- Write the Mixed Number
Since there is a whole number of 3 and no remainder, we can express $ \frac{9}{3} $ as a mixed number simply as:
$$ 3 $$
The mixed number for the fraction $ \frac{9}{3} $ is $ 3 $.
More Information
The fraction $ \frac{9}{3} $ simplifies directly to 3, which means that it has no fractional component. This is a straightforward case of division where the numerator is evenly divisible by the denominator.
Tips
- Miscalculating the Division: Sometimes people may incorrectly calculate ( 9 \div 3 ). Make sure to check your arithmetic to avoid this.
- Assuming a Fraction Part Exists: It's easy to think that a mixed number should always have a fractional part, but when there is no remainder, it is simply a whole number.
