A shopkeeper brought 6 tons of wheat & sold 4.7 tons out of it. How many kgs of wheat has he with him now?
1300 kg
The problem asks us to find out how many kilograms of wheat the shopkeeper has left after selling a certain amount. We are given the initial amount in tons and the amount sold in tons. The final answer needs to be in kilograms.
We are working with units of mass: tons and kilograms. To solve this problem, we need to know the conversion between tons and kilograms.
We first need to find the amount of wheat remaining in tons and then convert that amount to kilograms.
The shopkeeper started with 6 tons of wheat and sold 4.7 tons.
Remaining wheat in tons = Initial wheat - Sold wheat
Remaining wheat in tons = $\text{6 tons} - \text{4.7 tons}$
Remaining wheat in tons = $\text{1.3 tons}$
Now we need to convert the remaining 1.3 tons into kilograms. We use the conversion factor: 1 ton = 1000 kg.
Remaining wheat in kg = Remaining wheat in tons $\times$ Conversion factor
Remaining wheat in kg = $\text{1.3 tons} \times \text{1000 kg/ton}$
Remaining wheat in kg = $\text{1300 kg}$
So, the shopkeeper has 1300 kg of wheat left.
| Description | Amount (Tons) | Amount (Kilograms) |
|---|---|---|
| Initial Wheat | 6 | $6 \times 1000 = 6000$ |
| Wheat Sold | 4.7 | $4.7 \times 1000 = 4700$ |
| Remaining Wheat | $6 - 4.7 = 1.3$ | $1.3 \times 1000 = 1300$ |
The shopkeeper now has 1.3 tons of wheat remaining, which is equivalent to 1300 kilograms.
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