A plant produced 50 flowers. Ovary of each flower has 50 ovules. How many fruits and seeds are produced by that plant respectively

Options

A. 50, 50
B. 50, 100
C. 50, 2500
D. 2500, 2500.

Answer

To solve the problem step by step, we can follow this reasoning:

### Step 1: Understand the Problem
The plant produces 50 flowers, and each flower has an ovary containing 50 ovules. We need to determine how many fruits and seeds are produced by the plant.

### Step 2: Determine the Number of Seeds
- Each ovule, after fertilization, develops into a seed.
- Since there are 50 flowers and each flower has 50 ovules, we can calculate the total number of ovules:
\[ \text{Total ovules} = \text{Number of flowers} \times \text{Ovules per flower} = 50 \times 50 = 2500 \text{ ovules} \]
- Assuming all ovules are fertilized and viable, each ovule will produce one seed. Therefore, the total number of seeds produced will also be 2500.

### Step 3: Determine the Number of Fruits
- Each flower typically develops into one fruit after fertilization.
- Since there are 50 flowers, the number of fruits produced will be equal to the number of flowers:
\[ \text{Total fruits} = \text{Number of flowers} = 50 \]

### Step 4: Final Answer
- Therefore, the plant produces 50 fruits and 2500 seeds.

### Summary
The final answer is:
- Fruits: 50
- Seeds: 2500