A shopkeeper offers two successive discounts of 10% and 5% on a saree whose marked price is ₹4500. Find its selling price.
Answers
Answered by
25
Equivalent Discount,
=(A + B) - (AB/100)
= (10 + 5) - (10*5/100)
= 14.5%.
Let SP = X.
Now,
X - 14.5% of X = 171(Selling Price)
0.855X = 171
X = 200.
Hence, SP = Rs. 200.
Going through options,
200(SP)==10%(disc.)==>180==5%(disc.)==>171(CP).
=(A + B) - (AB/100)
= (10 + 5) - (10*5/100)
= 14.5%.
Let SP = X.
Now,
X - 14.5% of X = 171(Selling Price)
0.855X = 171
X = 200.
Hence, SP = Rs. 200.
Going through options,
200(SP)==10%(disc.)==>180==5%(disc.)==>171(CP).
queen1234:
i didnt get it y did u take mp as x... u had to take sp as x
Answered by
61
Given, the Marked price of the saree = 4500 and discount = 10% and 5%.
Selling price at 10% discount = 90/100 * 4500
= 4050.
Selling price at 5% discount on 4050 = 95/100 * 4050
= 3847.5
Selling price = 3847.5
Hope this helps!
Selling price at 10% discount = 90/100 * 4500
= 4050.
Selling price at 5% discount on 4050 = 95/100 * 4050
= 3847.5
Selling price = 3847.5
Hope this helps!
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