To find the final price after a 20% markup, multiply the original price by 120% or 1.2.
216 x 1.2 = 259.20
The % gain in a stocks price is calculated as the difference between the current market price and the price at which you bought divided by hundred. Ex: Assuming you bought shares of Google Inc same day last year for $100 and currently it is trading at $155. which means gain % is (155-100)/100 which is 55%
selling price the trader marks be S.P1; after discount the selling price be S.P2; so [S.P1 - ((11.11/100)*S.P1)] = S.P2; also from the que, we can write (14.28/100)*C.P = Profit; profit is S.P2 - C.P; so, (14.28/100)*C.P = [S.P1 - ((11.11/100)*S.P1)] - C.P; (114.28/100)*C.P = (88.89/100)*S.P1; S.P1 = 128.56*C.P; therefore the trader marks 28.56% above the C.P....
If you had $100 and somebody gave you $50 more you would have 150% of your original amount. If they gave you $400 instead you would have seen a gain of 400% and your total would be 500% of your original.
A gain of 6 kg in weight
Ability to view (but not edit) the DTS Budgetmodule
Rs. 500 /-
Divide the 300 by 1 plus the percentage mark-up (1.2 in this case) and you get the answer 250.
there will be a gain of 16.562 percent.
If ten mangoes cost Rs 18 and selling them costs Rs 21, then there is a gain of Rs 3. This is a 16.7 percent gain.
Call the merchant's cost 'C'. After marking up the merchandise 40% fromhis cost, he hangs a price tag on it marked [ 1.4C ].A customer walks in who's willing to buy if he can get a deal. The merchantoffers him a 10% discount, whereupon the customer ... thinking he has out-smarted the merchant ... pulls out his plastic and makes the purchase.The price he pays is 10% below the figure on the price tag, or (0.9) of (1.4C) = 1.26C .The merchant has collected 26% over and above his cost.
Simply because - increasing the price to gain the 10% profit gain is easy. Selling goods at the inflated price may price you out of the market - thus you would fail to increase your market share. Customers will always want value for money !
percent increase = (new amount - old amount)/ old amount = (8.80 - 2.05)/2.05 = 3.29268 = 329.27 %
15.9% gain.
If a shop gives a 10 percent discount, the profit percentage will be less than 25 percent, as the discount reduces the overall selling price of the item. The actual profit percentage would depend on the cost price and the new selling price after the discount is applied.
So it is 105 gain. 105/75,x100 = 140% markup
Profit (gain) % = Profit / C.P. *100
by selling 125 cassettes a man gains an amount equal to the selling price of 5 cassettes. find the gain percent?