The marked price of a computer is ₹30,000 and the rate of GST is 18%. A shopkeeper sells it at the marked price and pays ₹1080 as GST to the government. What is the price inclusive of tax paid by the shopkeeper at the time of buying?
The price inclusive of tax paid by the shopkeeper at the time of buying is ₹7080.
Step-by-step explanation:
First, we need to understand that the GST (Goods and Services Tax) is a tax that is added to the cost of a product or service. The rate of GST is given as 18%. This means that 18% of the cost of the computer is added as tax.
The problem states that the shopkeeper sells the computer at the marked price, which is ₹30,000, and pays ₹1080 as GST to the government. This means that the ₹1080 is the 18% GST of the cost price of the computer.
We can set up an equation to find the cost price of the computer. Let's denote the cost price as 'x'.
So, 18% of 'x' is equal to ₹1080. We can write this as:
0.18x = 1080
To solve for 'x', we divide both sides of the equation by 0.18:
x = 1080 / 0.18
x = ₹6000
So, the cost price of the computer for the shopkeeper is ₹6000.
However, the question asks for the price inclusive of tax paid by the shopkeeper at the time of buying. This would be the cost price plus the GST.
So, the price inclusive of tax is ₹6000 + ₹1080 = ₹7080.
The price inclusive of tax paid by the shopkeeper at the time of buying is ₹6000.
Given:
The marked price of a computer is ₹30,000 and the rate of GST is 18%. A shopkeeper sells it at the marked price and pays ₹1080 as GST to the government.
To find:
What is the price inclusive of tax paid by the shopkeeper at the time of buying?
Solution:
To calculate the price inclusive of tax paid by the shopkeeper at the time of buying, find the amount of GST he paid and then add it to the marked price.
Let's assume the price inclusive of tax paid by the shopkeeper is "P."
The marked price of the computer = ₹30,000
Rate of GST = 18%
GST paid by the shopkeeper = ₹1080
As we know that GST is calculated as a percentage of the selling price.
GST = (Rate of GST / 100) × Selling Price
Since the shopkeeper paid ₹1080 as GST, set up the following equation:
₹1080 = (18/100) × P
Now, let's solve for P:
P = ₹1080 × (100/18)
P = ₹6000
Therefore,
The price inclusive of tax paid by the shopkeeper at the time of buying is ₹6000.
Answers & Comments
Answer:
The price inclusive of tax paid by the shopkeeper at the time of buying is ₹7080.
Step-by-step explanation:
First, we need to understand that the GST (Goods and Services Tax) is a tax that is added to the cost of a product or service. The rate of GST is given as 18%. This means that 18% of the cost of the computer is added as tax.
The problem states that the shopkeeper sells the computer at the marked price, which is ₹30,000, and pays ₹1080 as GST to the government. This means that the ₹1080 is the 18% GST of the cost price of the computer.
We can set up an equation to find the cost price of the computer. Let's denote the cost price as 'x'.
So, 18% of 'x' is equal to ₹1080. We can write this as:
0.18x = 1080
To solve for 'x', we divide both sides of the equation by 0.18:
x = 1080 / 0.18
x = ₹6000
So, the cost price of the computer for the shopkeeper is ₹6000.
However, the question asks for the price inclusive of tax paid by the shopkeeper at the time of buying. This would be the cost price plus the GST.
So, the price inclusive of tax is ₹6000 + ₹1080 = ₹7080.
The price inclusive of tax paid by the shopkeeper at the time of buying is ₹6000.
Given:
The marked price of a computer is ₹30,000 and the rate of GST is 18%. A shopkeeper sells it at the marked price and pays ₹1080 as GST to the government.
To find:
What is the price inclusive of tax paid by the shopkeeper at the time of buying?
Solution:
To calculate the price inclusive of tax paid by the shopkeeper at the time of buying, find the amount of GST he paid and then add it to the marked price.
Let's assume the price inclusive of tax paid by the shopkeeper is "P."
The marked price of the computer = ₹30,000
Rate of GST = 18%
GST paid by the shopkeeper = ₹1080
As we know that GST is calculated as a percentage of the selling price.
GST = (Rate of GST / 100) × Selling Price
Since the shopkeeper paid ₹1080 as GST, set up the following equation:
₹1080 = (18/100) × P
Now, let's solve for P:
P = ₹1080 × (100/18)
P = ₹6000
Therefore,
The price inclusive of tax paid by the shopkeeper at the time of buying is ₹6000.
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