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We are given the following information:

- A has a 20% share of the company.
- B has a 40% share.
- C owns the rest of the shares.
- The total profit of the company is 4 crores.

We need to determine C's proportional profit.

### Steps to solve:

1. **Calculate C's share**:
   Since A has 20% and B has 40%, C's share will be:
   \[
   C's \, share = 100\% - (A's \, share + B's \, share) = 100\% - (20\% + 40\%) = 40\%
   \]

2. **Determine C's proportional profit**:
   C's profit is proportional to their share of the total profit. Since C has 40% of the shares and the total profit is 4 crores:
   \[
   C's \, profit = 40\% \, of \, 4 \, crores = 0.40 \times 4 = 1.6 \, crores
   \]

Thus, C's proportional profit is **1.6 crores**.

Would you like any further details or have additional questions? Here are five related questions you may find helpful:

1. How would the profit distribution change if A or B had a different share?
2. If the company's profit increased to 10 crores, what would C's new profit be?
3. What would happen to the proportional profit of each shareholder if C’s share increased?
4. How can we calculate A and B's profits in this scenario?
5. What if the total profit was distributed based on a different scheme?

**Tip**: Understanding percentages as proportions of the whole can be very helpful in solving similar profit-sharing or investment-related problems.

A has 20% share, B has 40% share while C has the rest of the shares of a company. If the turnover of the company is 20 crore and the profit is 4 crore, then what is the proportional profit of C?

Learn how to calculate the proportional profit of a company shareholder based on percentage shares. A has a 20% share, B has a 40% share, and C has the remaining shares. Given the total profit of 4 crore, discover how to determine C's profit step by step. Suitable for students in Grades 7-9.

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