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Saritha 11/11/2016 in  Class IX-X Tuition, Mathematics(Class IX-X Tuition), Sales Tax and VAT

Dinesh bought an article for Rs 374, which included za discount of 15% on the marked price and a sales tax of 10% on the reduced price. Find the marked price of the article?

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Muhammad Nisaj replied | 20/11/2016

Bought Price = 374
Bought price included 10% tax
So Bought price = Reduced price + 10% sales tax
Let R is the reduced price
So bought price=374=R+10 % of R
=R x 1.1
Therefore R=374/1.1= 340
discount is 15 %. That means reduced price is 85% of marked price. Let M be the marked price
R= 85 % of M
R=0.85M
M=R/0.85
=340/0.85=400

The...  more»
Bought Price = 374
Bought price included 10% tax
So Bought price = Reduced price + 10% sales tax
Let R is the reduced price
So bought price=374=R+10 % of R
=R x 1.1
Therefore R=374/1.1= 340
discount is 15 %. That means reduced price is 85% of marked price. Let M be the marked price
R= 85 % of M
R=0.85M
M=R/0.85
=340/0.85=400

The Marked price of the article is found to be Rs 400. «less

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Anil replied | 20/11/2016

Marked price x: 85 x 1.1= 374

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Suresh 11/11/2016 in  Class IX-X Tuition, Mathematics(Class IX-X Tuition), Sales Tax and VAT

John bought a printing machine for Rs. 5136, which includes sales tax. If the listed price of the printing machine is Rs. 4800. What was the rate of sales tax?

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Nitish replied | 28/11/2016

Amount of Sales Tax = 5136-4800 = 336
Rate of Sales Tax = (336/4800 )X100 = 7%

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Rajendran replied | 29/11/2016

Buying Price of printing machine = Rs. 5136,00
listed price of printing machine = Rs. 4800.00
sales tax paid = Rs (5136 - 4800) = Rs. 336
Rate of sales tax = (336/4800) * 100 = 7%

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T

Taj 11/11/2016 in  Class IX-X Tuition, Mathematics(Class IX-X Tuition), Sales Tax and VAT

Find the marked price of a motorbike which is bought at $ 36300 after paying a sales tax at the rate of 10%?

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Saurabh replied | 04/12/2016

Sales tax is always charged on selling price. Therefore, 36300/1.1 = Rs. 33,000.

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Rajendran replied | 06/12/2016

Let the marked price of motorbike = $ 100
Sales tax = 10%
= 100 + 100 * 10/100
= $100 +Rs.10
= $ 110
If $110 is the sales price, then the marked price is...  more»
Let the marked price of motorbike = $ 100
Sales tax = 10%
= 100 + 100 * 10/100
= $100 +Rs.10
= $ 110
If $110 is the sales price, then the marked price is $100
If $ 36300 is the sales price, then the marked price is (100/110) * 36300.
Marked price of Motorbike = $ 33000. «less

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Ratna 11/11/2016 in  Class IX-X Tuition, Mathematics(Class IX-X Tuition), Sales Tax and VAT

A shopkeeper buys an article at a rebate of 30% on the printed price. He spends Rs 40 on the transportation of the article. After charging sales tax at the rate of 7% on the printed price, he sells the article for Rs. 856. Find his profit percentage?

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Dh replied | 01/12/2016

Let the Printed Price = Rs. P
Shopkeeper buys at rebate of 30%
Hence Cost price for Shopkeeper = Rs. 0.7*P
Spends for transportation = Rs. 40
Now his cost price -- Rs. 0.7*P + 40
Now his final selling price = Rs. 856
Sales Tax charged at 7% on Printed Price
Hence Sales Tax = 0.07*P
Thus Selling Price = Printed Price + Sales Tax
856 = P + 0.07P
856...  more»
Let the Printed Price = Rs. P
Shopkeeper buys at rebate of 30%
Hence Cost price for Shopkeeper = Rs. 0.7*P
Spends for transportation = Rs. 40
Now his cost price – Rs. 0.7*P + 40
Now his final selling price = Rs. 856
Sales Tax charged at 7% on Printed Price
Hence Sales Tax = 0.07*P
Thus Selling Price = Printed Price + Sales Tax
856 = P + 0.07P
856 = ( 1 + 0.07) * P
856 = 1.07 * P
Thus, P = 856 / 1.07.
P = Rs. 800
Cost Price for Shopkeeper = 0.7*P + 40
0.7 * 800 + 40
560 + 40
Rs. 600
Hence, the Profit the shopkeeper has made is
800 – 600 = Rs. 200
Thus, Profit percentage = Profit / Printed Price
=200/800
=1/4 = 0.25 = 0.25 * 100 = 25%. «less

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Ankit replied | 09/12/2016

Let the Printed Price = Rs. P
Shopkeeper buys at rebate of 30%
Hence Cost price for Shopkeeper = Rs. 0.7*P
Spends for transportation = Rs. 40
Now his cost price -- Rs. 0.7*P + 40
Now his final selling price = Rs. 856
Sales Tax charged at 7% on Printed Price
Hence Sales Tax = 0.07*P
Thus Selling Price = Printed Price + Sales Tax
856 =...  more»
Let the Printed Price = Rs. P
Shopkeeper buys at rebate of 30%
Hence Cost price for Shopkeeper = Rs. 0.7*P
Spends for transportation = Rs. 40
Now his cost price – Rs. 0.7*P + 40
Now his final selling price = Rs. 856
Sales Tax charged at 7% on Printed Price
Hence Sales Tax = 0.07*P
Thus Selling Price = Printed Price + Sales Tax
856 = P + 0.07P
856 = ( 1 + 0.07) * P
856 = 1.07 * P
Thus, P = 856 / 1.07.
P = Rs. 800
Cost Price for Shopkeeper = 0.7*P + 40
0.7 * 800 + 40
560 + 40
Rs. 600
Hence, the Profit the shopkeeper has made is
800 – 600 = Rs. 200
Thus, Profit percentage = Profit / Printed Price
=200/800
=1/4 = 0.25 = 0.25 * 100 = 25%. «less

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J

Jacob 11/11/2016 in  Class IX-X Tuition, Mathematics(Class IX-X Tuition), Sales Tax and VAT

A manufacturer produces a good which cost him Rs.500. He sells it to a wholesaler at a price of Rs.500 and wholesaler sells it to retailer at a price of Rs.600. The retailer sells it to the customer at a price of Rs.800. If the sales tax charged is 5%. Find the tax charged under VAT by manufacturer, wholesaler and retailer. Find the tax paid by the customer?  more»
A manufacturer produces a good which cost him Rs.500. He sells it to a wholesaler at a price of Rs.500 and wholesaler sells it to retailer at a price of Rs.600. The retailer sells it to the customer at a price of Rs.800. If the sales tax charged is 5%. Find the tax charged under VAT by manufacturer, wholesaler and retailer. Find the tax paid by the customer? «less

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Mohamed Fatin replied | 08/12/2016

Manufacturer will pay 5% on 500 i.e., 25.
Wholesaler will charge 5% on 600= 30.
Retailer will charge 5% on 800 = 40.
Customer will pay Rs.40 ultimately to the retailer.

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A

Aravind 11/11/2016 in  Class IX-X Tuition, Mathematics(Class IX-X Tuition), Sales Tax and VAT

What is the formula for calculating the sales tax?

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Sourav replied | 04/12/2016

To calculate the sales tax that is included in a company's receipts from items subject to sales tax, divide the receipts by 1 + the sales tax rate. For example, if the sales tax rate is 6%, divide the total amount of receipts by 1.06. If the sales tax rate is 7.25%, divide the total receipts by 1.0725.

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Saurabh replied | 04/12/2016

To calculate sales tax in company receipts then just divide the entire receipts divided by (sales rate plus 1).
For eg.:- If a company sells TV for Rs 21,000. If sales tax is 5%. then C.P of TV will be Rs. 21,000 / 1.05 = Rs. 20,000.

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P

Prakash 11/11/2016 in  Class IX-X Tuition, Mathematics(Class IX-X Tuition), Sales Tax and VAT

What is the formula for calculating VAT?

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Khushbu replied | 01/12/2016

Calculating the car is the base cost of an item multiplied by the appropriate vat rate for the item.example-if an item costs$100 vat rate of 20% the vat calculation is 100*20/100=20.

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S

Sridevi 11/11/2016 in  Class IX-X Tuition, Mathematics(Class IX-X Tuition), Sales Tax and VAT

A manufacturer buys raw goods for Rs 4500 and pays 10% tax. He sells the ready stocks for Rs 9000. Find the VAT paid by manufacturer?

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Soumajit Sur replied | 25/11/2016

Input VAT paid by manufacturer is = (4500 * 10%) =Rs.450
Output VAT collected by manufacturer is = (9000 * 10%) = Rs. 900 (Assuming same rate of tax for output and Input)
Net amount of VAT to be paid by manufacturer = (900 - 450) = Rs. 450

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S

Sumimolss 11/11/2016 in  Class IX-X Tuition, Mathematics(Class IX-X Tuition), Sales Tax and VAT

Kylie buys an article for Rs. 10000 and pays 7% tax. He sells the same article for Rs. 13000 and charges 9% tax. Find the VAT paid by Kylie?

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Mohamed Fatin replied | 08/12/2016

For Purchase Kylie will pay 7% on 10000 = Rs. 700
On Sales, he will pay ( 9% on 13000) - 700= 1170-700= Rs. 470.

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Praphul replied | 09/12/2016

In simple words, Value Added Tax = Output Tax -- Input Tax.
Now let s see how Input and Output Tax are calculated:
Input VAT: Amount paid by Kylie (buyer) as a percentage of cost price for goods/services used to make a final product
Given, the Cost Price of a goods/services is = INR 10000
Given, the VAT rate(which Kylie has paid) is 7%,
Input VAT (VAT paid during...  more»
In simple words, Value Added Tax = Output Tax – Input Tax.
Now let’s see how Input and Output Tax are calculated:
Input VAT: Amount paid by Kylie (buyer) as a percentage of cost price for goods/services used to make a final product
Given, the Cost Price of a goods/services is = INR 10000
Given, the VAT rate(which Kylie has paid) is 7%,
Input VAT (VAT paid during Kylie buying the article) = INR Rs. 700.
Output VAT: Amount received by a Kyile (now seller) as a percentage of the selling price of the final product.
Given, the Selling Price of the Product by Kylie is = INR Rs. 13000.
Then, Output Tax (VAT collected by Kylie with 9% during resale) = INR Rs. 1170.
VAT Payable:
VAT Payable = Output VAT – Input VAT
= INR ( 1170 – 700) = INR Rs. 470
The INR Rs. 470 is paid by Kylie.

Remember:-
• If you are registered for VAT, you are liable to pay VAT only at one stage, when you are selling the product
• You would have paid VAT while purchasing goods from your suppliers. This VAT will not be your cost as you will deduct a corresponding amount from tax on your sales. «less

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V

Vishal 11/11/2016 in  Class IX-X Tuition, Mathematics(Class IX-X Tuition), Sales Tax and VAT

A retailer buys an article from the wholesaler at Rs. 80 and the wholesaler charges a sales tax at the prescribed rate of 8%. The retailer fixes the price at Rs. 100 and charges sales tax at the same rate. Apply value added tax system of sales tax calculation to answer the following questions. What is the price that a consumer has to pay to buy the...  more»
A retailer buys an article from the wholesaler at Rs. 80 and the wholesaler charges a sales tax at the prescribed rate of 8%. The retailer fixes the price at Rs. 100 and charges sales tax at the same rate. Apply value added tax system of sales tax calculation to answer the following questions. What is the price that a consumer has to pay to buy the article and also find the input tax and output tax for the retailer? «less

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Mohamed Fatin replied | 08/12/2016

Price for the customer 100 + 8% VAT = 108
Input Tax for retailer = 8% on 80 = 6.4
Output Tax = 8% on (100-80) = 1.6.

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N

Nandita 11/11/2016 in  Class IX-X Tuition, Mathematics(Class IX-X Tuition), Sales Tax and VAT

A shopkeeper sells an article at its marked price Rs. 7500 and charges sales-tax at the rate of 12% from the customer. If the shopkeeper pays a VAT of Rs. 180. Calculate the price inclusive of tax paid by the shopkeeper?

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Dinnu replied | 03/12/2016

See the picture.

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P

Pankaj 11/11/2016 in  Class IX-X Tuition, Mathematics(Class IX-X Tuition), Sales Tax and VAT

Jacob purchased an article for Rs. 702 including Sales Tax. If the rate of Sales Tax is 8%. Find the sale price of the article?

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Akash replied | 24/11/2016

=>702= x+(x*8/100)
=>702= (100x+8x)/100
=>702*100 = 108x
=>70200/108 = x
=>650 = x

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Karuna replied | 25/11/2016

Let cost price of article be x.
So, 8% of Cp= 0.08x
Hence, 1.08x=Rs. 702. x=650. CP is Rs. 650

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M

Monica 11/11/2016 in  Class IX-X Tuition, Mathematics(Class IX-X Tuition), Sales Tax and VAT

If the rate of sale tax increases by 55, the selling price of an article goes up by Rs. 40. Find the marked price of the article?

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A

Akshay replied | 06/12/2016

55%= Rs. 40
100%=4000/55
=Rs. 72.72.

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V

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Rishikesh replied | 08/12/2016

1.2.

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Abhishek replied | 10/12/2016

1.2.

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J

Jyoti 11/11/2016 in  Class IX-X Tuition, Mathematics(Class IX-X Tuition), Sales Tax and VAT

Define VAT?

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D

Divya 11/11/2016 in  Class IX-X Tuition, Mathematics(Class IX-X Tuition), Sales Tax and VAT

The catalogue price of a colour TV is Rs.2400. The shopkeeper gives a discount of 8% on the listed price. He gives a further off-season discount of 5% on the balance. But sales tax at the rate of 10% is charged on the remaining amount. Find the sales tax amount a customer has to pay?

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Raju 11/11/2016 in  Class IX-X Tuition, Mathematics(Class IX-X Tuition), Sales Tax and VAT

Mason purchased a pair of shoes costing Rs. 850. Calculate the total amount to be paid by him, if the rate of Sales Tax is 6%?

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S

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P

Pooja replied | 29/11/2016

49:9.

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Sarvajeet replied | 06/12/2016

49:9.

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B

Balaji 11/11/2016 in  Class IX-X Tuition, Mathematics(Class IX-X Tuition), Ratio and Proportion

Show previous answers

Kundan replied | 10/12/2016

Square root of the product of both the numbers.

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Rajendran replied | 11/12/2016

Mean proportion of 25, 64 = square root (25 * 64)
= square root of (1600)
= 40.

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A

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Rajendran replied | 24/11/2016

Given that x : y = 9 : 10.
(x/y) = (9/10).
now (5x + 3y) : (5x - 3y) = ?
Dividing both Nr and Dr by y we (5x/y + 3y/y)/5(x/y) - 3(y/y)
= [5(x/y) + 3]/[5(x/y) - 3(y/y)]
= [5(9/10) + 3]/5(9/10) - 3]
=[(45/10) + 3]/[(45/10) - 3].
taking LCM on Nr. and Dr., we get:-
=[(45 + 30)/10]/(45 - 30)/10
= (75/10)/(15/10)
= (75/10) * (10/15)
=75/15
=...  more»
Given that x : y = 9 : 10.
(x/y) = (9/10).
now (5x + 3y) : (5x - 3y) = ?
Dividing both Nr and Dr by y we (5x/y + 3y/y)/5(x/y) - 3(y/y)
= [5(x/y) + 3]/[5(x/y) - 3(y/y)]
= [5(9/10) + 3]/5(9/10) - 3]
=[(45/10) + 3]/[(45/10) - 3].
taking LCM on Nr. and Dr., we get:-
=[(45 + 30)/10]/(45 - 30)/10
= (75/10)/(15/10)
= (75/10) * (10/15)
=75/15
= 5.
Therefore (5x +3y) : (5x - 3y) = 5 : 1. «less

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Sarvajeet replied | 06/12/2016

5:1.

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S

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Ram Mohan replied | 28/11/2016

Given that A:B = 4:5, B:C = 6:7 and C:D = 14:15.
Therefore, A/B =4/5; B/A = 6/7; C/D = 14/15 We can write A/D as A/D = A/B * B/C *C/D = 4/5 * 6/7 * 14/15 = 16/25
Thus, A : D = 16 : 25.

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Sarvajeet replied | 06/12/2016

16:25.

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T

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Shikha replied | 23/11/2016

4:5.

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Ram Mohan replied | 23/11/2016

The ratio of the two Numbers is 4:5.
If the third Number is 100, then the First number is 120 and the Second number is 150.
Their ratio = 120 : 150 = 4 : 5.

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R

Ramya 11/11/2016 in  Class IX-X Tuition, Mathematics(Class IX-X Tuition), Ratio and Proportion

Two numbers are in the ratio of 5 : 3, if 8 is added to each number, the ratio becomes 2 : 3. Find the numbers?

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Sarvajeet replied | 26/11/2016

-40/9, -8/3

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Tapas replied | 26/11/2016

Let the numbers are x and y.
So, by the given condition:
x/y = 5/3 --> 3x = 5y ........ (1)
and
(x+8)/(y+8)=2/3 --> 3(x+8) = 2(y+8) --> 3x + 24=2y + 16 --> 3x - 2y = -8 .......(2)
Combining (1) and (2): 5y - 2y=-8 --> 3y=-8 --> y = -8/3
From (1): x = 5y/3 = -40/9
Answer: x = - 40/9, y = - 8/3.

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M

Momin 11/11/2016 in  Class IX-X Tuition, Mathematics(Class IX-X Tuition), Ratio and Proportion

If (4a + 9b) : (4c + 9d) = (4a - 9b) : (4c - 9d), show that a : b = c : d?

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Mamata replied | 27/11/2016

(4a+9b)(4c-9d)= (4c+9d)(4a-9b)
16ac-36ad+36bc-81bd)= 16ac-36bc+36ad-81bd)
-72ad=-72bc
ad=bc
a/b=c/d
a:b=c:d.

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Sarvajeet replied | 06/12/2016

(By Componendo and Dividendo) 8a:18b=8c:18d or a:b = c:d.

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S

Sarala 11/11/2016 in  Class IX-X Tuition, Mathematics(Class IX-X Tuition), Ratio and Proportion

If (3a + 4b) / (3c + 4d) = (3a - 4b) / (3c - 4d), prove that a / b = c / d?

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Sachin replied | 27/11/2016

9a:8b=9c:8d (by compnendo and dividendo).

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Mamata replied | 27/11/2016

(3a+4b)(3c-4d)=(3a-4b)(3c+4d)
9ac-12ad+12bc-16bd=9ac+12ad-12bc-16bd
-24ad=-24bc
ad=bc
a/b=c/d.

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