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Rahman bought a mobile for Rs. 3300 including a tax of 10%. What is the price of mobile before VAT was added?
- a)Rs. 2500
- b)Rs. 3000
- c)Rs. 2800
- d)Rs. 400
Correct answer is option 'B'. Can you explain this answer?
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Verified Answer
Rahman bought a mobile for Rs. 3300 including a tax of 10%. What is th...
Let the price of mobile before VAT be ₹ x.
∴ x + 10% of x = 3300
∴ x + 10% of x = 3300
Most Upvoted Answer
Rahman bought a mobile for Rs. 3300 including a tax of 10%. What is th...
Given , sp= 3300
and tax%= 10%
let the cp be x.
then tax= 10 × x /100
tax = x/10
Now, cp = sp - (x/10)
x = 3300 - (x/10)
Now after solving eqn we will get x = 3000__
and that is cp = 3000 Rs.
and tax%= 10%
let the cp be x.
then tax= 10 × x /100
tax = x/10
Now, cp = sp - (x/10)
x = 3300 - (x/10)
Now after solving eqn we will get x = 3000__
and that is cp = 3000 Rs.
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Community Answer
Rahman bought a mobile for Rs. 3300 including a tax of 10%. What is th...
Given:
- The price of the mobile including tax is Rs. 3300.
- The tax rate is 10%.
To find:
- The price of the mobile before the tax was added.
Solution:
Let's assume the price of the mobile before tax was added as 'x'.
Step 1: Calculate the tax amount
The tax amount is given by the formula:
Tax amount = (Tax rate/100) * Price of the mobile before tax
In this case, the tax rate is 10% and the price of the mobile before tax is 'x'. So the tax amount can be calculated as:
Tax amount = (10/100) * x = 0.1x
Step 2: Calculate the price of the mobile including tax
The price of the mobile including tax is given by the formula:
Price including tax = Price of the mobile before tax + Tax amount
In this case, the price of the mobile including tax is Rs. 3300 and the tax amount is 0.1x. So we can write the equation as:
3300 = x + 0.1x
Step 3: Solve the equation
Combine like terms:
3300 = 1.1x
Divide both sides of the equation by 1.1 to isolate x:
x = 3300/1.1
Simplify the expression:
x = 3000
Conclusion:
The price of the mobile before VAT was added is Rs. 3000.
- The price of the mobile including tax is Rs. 3300.
- The tax rate is 10%.
To find:
- The price of the mobile before the tax was added.
Solution:
Let's assume the price of the mobile before tax was added as 'x'.
Step 1: Calculate the tax amount
The tax amount is given by the formula:
Tax amount = (Tax rate/100) * Price of the mobile before tax
In this case, the tax rate is 10% and the price of the mobile before tax is 'x'. So the tax amount can be calculated as:
Tax amount = (10/100) * x = 0.1x
Step 2: Calculate the price of the mobile including tax
The price of the mobile including tax is given by the formula:
Price including tax = Price of the mobile before tax + Tax amount
In this case, the price of the mobile including tax is Rs. 3300 and the tax amount is 0.1x. So we can write the equation as:
3300 = x + 0.1x
Step 3: Solve the equation
Combine like terms:
3300 = 1.1x
Divide both sides of the equation by 1.1 to isolate x:
x = 3300/1.1
Simplify the expression:
x = 3000
Conclusion:
The price of the mobile before VAT was added is Rs. 3000.
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Rahman bought a mobile for Rs. 3300 including a tax of 10%. What is the price of mobile before VAT was added?a)Rs. 2500b)Rs. 3000c)Rs. 2800d)Rs. 400Correct answer is option 'B'. Can you explain this answer?
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Rahman bought a mobile for Rs. 3300 including a tax of 10%. What is the price of mobile before VAT was added?a)Rs. 2500b)Rs. 3000c)Rs. 2800d)Rs. 400Correct answer is option 'B'. Can you explain this answer? for Class 8 2024 is part of Class 8 preparation. The Question and answers have been prepared according to the Class 8 exam syllabus. Information about Rahman bought a mobile for Rs. 3300 including a tax of 10%. What is the price of mobile before VAT was added?a)Rs. 2500b)Rs. 3000c)Rs. 2800d)Rs. 400Correct answer is option 'B'. Can you explain this answer? covers all topics & solutions for Class 8 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Rahman bought a mobile for Rs. 3300 including a tax of 10%. What is the price of mobile before VAT was added?a)Rs. 2500b)Rs. 3000c)Rs. 2800d)Rs. 400Correct answer is option 'B'. Can you explain this answer?.
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