If the school bags of Neelam and Garima weight 6 kg 80 g and 5 kg 265 g respectively, whose bag is heavier and by how much?

Answer

To determine whose school bag is heavier between Neelam and Garima, and by how much, we will follow these steps:

### Step 1: Convert the weights of both bags into kilograms.
1. **Neelam's Bag:**
- Weight: 6 kg 80 g
- Convert grams to kilograms:
\[ 80 \text{ g} = \frac{80}{1000} \text{ kg} = 0.08 \text{ kg} \]
- Total weight of Neelam's bag:
\[ 6 \text{ kg} + 0.08 \text{ kg} = 6.08 \text{ kg} \]

2. **Garima's Bag:**
- Weight: 5 kg 265 g
- Convert grams to kilograms:
\[ 265 \text{ g} = \frac{265}{1000} \text{ kg} = 0.265 \text{ kg} \]
- Total weight of Garima's bag:
\[ 5 \text{ kg} + 0.265 \text{ kg} = 5.265 \text{ kg} \]

### Step 2: Compare the weights of the two bags.
- Neelam's bag: 6.08 kg
- Garima's bag: 5.265 kg

### Step 3: Determine which bag is heavier.
- Since 6.08 kg (Neelam's bag) is greater than 5.265 kg (Garima's bag), Neelam's bag is heavier.

### Step 4: Calculate the difference in weight.
- To find out by how much Neelam's bag is heavier than Garima's bag, we subtract the weight of Garima's bag from the weight of Neelam's bag:
\[ 6.08 \text{ kg} - 5.265 \text{ kg} = 0.815 \text{ kg} \]

### Conclusion:
Neelam's bag is heavier than Garima's bag by **0.815 kg**.

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