Ms. Bhagya spent - of her monthly earnings for food, * for rent, and — for other expenses. Find the
fractional part left of her earnings.

The problem involves finding the fractional part of Ms. Bhagya's earnings that is left after she spends portions on food, rent, and other expenses.

Let's denote:

- Fraction spent on food = \( F \)
- Fraction spent on rent = \( R \)
- Fraction spent on other expenses = \( E \)

The total fraction spent is:

\[
F + R + E
\]

The fractional part of her earnings left will be:

\[
1 - (F + R + E)
\]

If you provide the values for \( F \), \( R \), and \( E \), I can proceed with solving the problem.

Would you like to provide those values?

### Related Questions:
1. How do you calculate the remaining part if only percentages are given instead of fractions?
2. What happens if Ms. Bhagya spends more than her monthly earnings?
3. How do you convert percentages to fractions?
4. Can the problem be solved using decimals instead of fractions?
5. What would be the remaining amount if her earnings were given in a specific number?

**Tip:** Always ensure all fractions have a

Ms. Bhagya spent - of her monthly earnings for food, * for rent, and — for other expenses. Find the fractional part left of her earnings.

Learn how to calculate the fractional part of earnings left after spending portions on food, rent, and other expenses. This problem covers essential concepts in fractions and subtraction of fractions, suitable for students in Grades 5-7.

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