Question
Question 2 For an art project, a circle made of construction paper is cut into fourteen equal slices. Two of the slice are removed. Write the remaning portion of the circle as a fraction. (Do NOT reduce the fraction.) Question Help: \( \square \) Video \( \square \) Message instructor D Post to forum Submit Question
Ask by Vargas Ayala. in the United States
Jan 16,2025
Real Tutor Solution
Tutor-Verified Answer
Answer
The remaining portion of the circle is \(\frac{12}{14}\).
Solution
To determine the remaining portion of the circle after removing two slices, follow these steps:
1. **Total Number of Slices:**
The circle is initially divided into 14 equal slices.
2. **Slices Removed:**
You remove 2 slices from the circle.
3. **Slices Remaining:**
\( 14 - 2 = 12 \) slices remain.
4. **Fraction of the Circle Remaining:**
The remaining portion is \( \frac{12}{14} \) of the whole circle.
**Answer:**
\(\frac{12}{14}\)
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Simplify this solution Mind Expander
When you start with a circle that is cut into fourteen equal slices and remove two, you're left with twelve slices. To express the remaining portion of the circle as a fraction, it would be represented as \( \frac{12}{14} \). This fraction shows you clearly how many slices are left versus how many there originally were, giving a great visual representation of your construction paper pie! Keep in mind that fractions can tell a story, so think of each slice as a delicious piece of cake – the more you have, the sweeter the party!
