the Marked price of an article is rupees 3500 and the rate of vat is 8% A shopkeeper allows a discount of 20% and still makes a profit of 10% find the original cost price and the article and the selling price including VAT
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Answered by
97
m.p=3500
vat=8%
discount=20%
profit=10%
vat=8% of 3500
8/100*3500
280
m.p. after including vat=3780
discount=20%of 3780
20/100*3780
756
m.p after discount=3024
10/100*x+x=3024
x=2749.9ans
vat=8%
discount=20%
profit=10%
vat=8% of 3500
8/100*3500
280
m.p. after including vat=3780
discount=20%of 3780
20/100*3780
756
m.p after discount=3024
10/100*x+x=3024
x=2749.9ans
Golda:
where is selling price including VAT ?
Answered by
53
Solution :-
Marked Price of the article = Rs. 3500
Discount = 20 %
Discount = 20 % of 3500
⇒ (3500*20)/100
⇒ Rs. 700
Selling price of the article = 3500 - 700
= Rs. 2800
Now, we have to find the cost price of the article.
Let the cost price of the article be Rs. 'x'
Profit = 10 %
Profit = 10 % of Rs. x
= (x*10)/100
Profit = Rs. x/10
Selling price of the article = Cost price of the article + profit
⇒ 2800 = x/1 + x/10
Taking L.C.M. of the denominator and then solving it.
⇒ 11x/10 = 2800
⇒ 11x = 28000
⇒ x = Rs. 2545.45
Cost price of the article is Rs. 2545.45
Selling price including VAT = 2800 + (2800*8)/100
⇒ 2800 + 224
= Selling price including VAT = Rs. 3024
Answer.
Marked Price of the article = Rs. 3500
Discount = 20 %
Discount = 20 % of 3500
⇒ (3500*20)/100
⇒ Rs. 700
Selling price of the article = 3500 - 700
= Rs. 2800
Now, we have to find the cost price of the article.
Let the cost price of the article be Rs. 'x'
Profit = 10 %
Profit = 10 % of Rs. x
= (x*10)/100
Profit = Rs. x/10
Selling price of the article = Cost price of the article + profit
⇒ 2800 = x/1 + x/10
Taking L.C.M. of the denominator and then solving it.
⇒ 11x/10 = 2800
⇒ 11x = 28000
⇒ x = Rs. 2545.45
Cost price of the article is Rs. 2545.45
Selling price including VAT = 2800 + (2800*8)/100
⇒ 2800 + 224
= Selling price including VAT = Rs. 3024
Answer.
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