- CP=Cost Price
- SP=Selling Price
- Profit=SP-CP
- Loss=CP-SP
- Profit %=((SP-CP)/CP)*100
- Loss %=((CP-SP)/CP)*100
- CP=100 SP/(100+Profit%)
- CP=100 SP/(100-Loss%)
- SP=(100+Profit%) CP/100
- SP=(100-Loss%) CP/100
- Two successive discounts of d1% and d2% is equivalent to a single discount of d1+d2-(d1d2/100).
- Three successive discounts of d1% , d2% and d3% is equivalent to a single discount of d1+d2+d3-(d1d2/100)-(d2d3/100)-(d3d1/100)+(d1d2d3/10000).
- When two same items are sold, one at a profit of x% and the other at a loss of x%. Then the transaction incurs a loss %=(x/10)2.
- If false weight is used then profit %=(error/(true value - error))*100.
- Two successive profits of p1% and p2% results in a total profit %=p1+p2+(p1p2/100)
- If an item is marked p% above its Costprice and a discount of l% is allowed on the marked price then profit/loss %=p-l-(pl/100)
A dealer buys a table listed at Rs. 1,500 and gets successive discounts of 20% and 10%. He spends Rs. 20 on transportation and sells it at a profit of 20%. The selling price of the table is [FCI, 2012]
A. Rs. 1,320
B. Rs. 1,350
C. Rs. 1,360
D. Rs. 1,380
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