Last year , an article was sold with a sales tax of 10 % on the marked price . This year , the rate of sales tax becomes 12 % . What is the percentage increase in the amount that a customer has to pay this year to buy it if the marked price remains the same?
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Solution :-
Let the marked price of the article be Rs. 100
Then, the cost price of the article including sales tax @ 10 %
= 100 + (100*10)/100
= 100 + 10
= Rs. 110
Cost price including 10 % sales tax is Rs. 110.
Now, the marked price remains the same and rate of sales tax is 12 %.
Then, the cost price of the article including sales tax = 100 + (100*12)/100
= 100 + 12
= Rs. 112
So, cost price of the article including 12 % sales tax is Rs. 112.
Percentage increase in the amount paid by the customer
= [(112 - 110)*100]/110
= (2*100)/110
= 200/110
= 1.818 %
So, the amount paid by the customer is increased by 1.818 % this year to buy the article if the marked price remains the same.
Let the marked price of the article be Rs. 100
Then, the cost price of the article including sales tax @ 10 %
= 100 + (100*10)/100
= 100 + 10
= Rs. 110
Cost price including 10 % sales tax is Rs. 110.
Now, the marked price remains the same and rate of sales tax is 12 %.
Then, the cost price of the article including sales tax = 100 + (100*12)/100
= 100 + 12
= Rs. 112
So, cost price of the article including 12 % sales tax is Rs. 112.
Percentage increase in the amount paid by the customer
= [(112 - 110)*100]/110
= (2*100)/110
= 200/110
= 1.818 %
So, the amount paid by the customer is increased by 1.818 % this year to buy the article if the marked price remains the same.
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