The price of an article is ₹8250 which includes Tax at 10% .How much more or less does a customer pay for the article, if the tax on the article is : 1)increases to 15% 2)decrease to 6% 3)increases by 2% 4) decreases by 3% Anyone answers correct ,will be marked as Brainliest
Answers
Price of an article = 8250
Let Sales tax = y
Let List price = x
Then :
Sales tax = 10y/100 = y/10
Sales Price = y + (y/10) = 11y/10
=> 11y/10 = 8250
=> 11y = 82500
=> 7500
(i) Increases to 15%:
Sale price = 7500 * (115/100)
=> 8625
Increase = 8625 - 8250 = 375
(ii) Decrease to 6%:
Sale price = 7500 * (106/100)
=> 7950
Amount = 8250 - 7950 = 300
(iii) Increase by 2%
Sales tax = 12%
Sales price = 7500 * (112/100)
=> 8400
Amount = 8400 - 8250 = 150
(iv) Decrease by 3%
Sales tax = 7%
Sales price = 7500 * (107/100)
=> 8025
Thus, The customer have to pay less :
=> 8250 - 8025
=> 225
#BeBrainly
The price of an article is ₹8250 which includes tax at 10% . How much more or less does a customer pay for the article, if the tax on the article is:-
i) increases to 15%
ii) decrease to 6%
iii) increases by 2%
iv) decreases by 3%
Let sale price of article = ₹ y
Total price inclusive of sales tax = ₹ 8,250
★ Rate of sales tax = 10%
8250 = y + 10% of y
★ Therefore:-
y = ₹ 7500
★ According to question:-
(i) New rate of sales tax = 15%
★ New total price
₹ 7,500 + 15% of ₹7,500
₹ 7,500 + ₹ 1,125
★ More money paid
₹ 8,625 - ₹ 8,250
(ii) New rate of sales tax = 6%
★ New total price
₹ 7,500 + 6% of ₹ 7,500
₹ 7,500 + ₹ 450
Less money paid = ₹ 8,250 - ₹ 7,950
(iii) New rate of sales tax
(10 + 2)%
12%
★ New total price
₹ 7,500 + 12% of ₹ 7,500
₹ 7,500 + ₹ 900
★ More money paid
₹ 8,400 - ₹ 8,250
(iv) New rate of sales tax
(10 - 3)% = 7%
★ New total price
₹ 7,500 + 7% of ₹ 7,500
₹ 7,500 + ₹ 525
★ Less money paid
₹ 8,250 - ₹ 8,025