If the selling price of 10 articles is same as the cost price of 11 articles, then gain percent is how much?
398487
(11-10)/10 *100% = 10%
437292
The price has increased by 101.34%\n\nI used to rate of change formula:\n\n[(3 - 1.49) / 1.49] * 100
380110
Unsure of exactly what you ask, but the simple way of getting to this ratio is to subtract your cost-of-goods from your Gross sale amount .. and depending on your tax reporting method, possibly subtract overhead costs of doing business. when you get this smaller figure, divide it by your gross sale, and the percentage is what you get.\n\nHope this helps
329093
ok, 50/50=1 which times 100 would be 100%, so 60/50=1.2 times 100 would be 120%. so then 120-100 equals 20% profit.
59699
36.4 %\n\npercent difference is x1-x2/[(x1+x2)/2]
384122
Choose x to stand for the amount invested at 10%.  The remaining amount would be 15,000 - x.  It's invested at 6%\n\nChange the percents to decimals, multiply them by their amounts, and add them up to get the total interest:\n\n.10(x) + .06(15000 - x) = 1260\n\nDistribute the .06: .10x + 900 - .06x = 1260\n\nCombine like terms: .04x + 900 = 1260\n\nSubtract 900 from both sides:  .04x = 360\n\nDivide both sides by .04: x = 9000\n\nFind the other number:  15000-9000=6000\n\nSo, $9000 at 10% and $6000 at 6%.\n\nHope that makes sense!
1102325
Okay, I think this is what you're asking: suppose merchant A sells 2 bananas for $5 and merchant B sells 3 bananas for $5. Then one of the merchants gets sick and the other switches to selling 5 bananas for $10, will the other mechant make more or less oney than if he had sold at his original price?\n\nIf merchant A sells at 5 for $10, he will lose money.\nIf merchant B sells at 5 for $10, he will gain money.\n\nJust compute the amount each merchant makes per banana - Merchant A makes $2.50/banana and merchant B makes $1.67/banana (rounded to nearest cent). If they sell 5 for $10, they would make $2/banana.
1150475
You multiply [85/100] X 100 --> 85 %\n\nPercent and Percentage are the same in meaning but fall under different contexts. It's the way we apply it. Say for example; the PERCENTAGE of dog pet owners in a Region X is 78 %, and so on.
757107
10.7%\n\n(1030 - 920) / 1030 = 0.107
165316
So what if the rate in the 9th year is 5% and then the rate in the 15th year is 15% and all other 10%?\n\nUh oh......\n\nUse a spreadsheet program and you can investigate differences much more easily.
671298
1. If the profit is divided equally, each gets 4800/3 = $1600\nIf the profit is divided proportionally, x gets 9/(9+7+4)*4800 = $2160\nTherefore, x gets 2160-1600 = $560 less.\n\n2. Oops, just reread this...\nx=pages small type, 21-x = pages large type\n\n48000 = 2400*x + 1800(21-x)\n48000 = 2400x + 37800 - 1800x\n10200 = 600x\n17 = x\n17 pages smaller type\n4 pages larger type
659817
Return on assets will be 1.7 * 15% = 25.5%\n\n---\n\nRearranging the forumlas:\n\nNet income = Profit margin (15%) * Sales\n\nTotal assets = Sales/Total Asset Turnover(1.7)\n\nso...\nReturn on assets = Net income / Total assets\n                 = (15% * Sales) / (Sales/1.7)\n                 = 15% * 1.7
655862
Profit on each shares (respectively)=(12/100)*8000 + (8/100)*10,000=960 + 800 =Rs 1760\nLoss on each shares while he sells= Rs[ .02*8000 + .03 *10000]= rs (160 + 300)=Rs 460\n\nTotal Earnings= Rs (1760-460)= Rs1300
848112
I am not familiar with the article.\n\nHowever, this is surprising, at least to me.  Short selling a stock is the sale of a borrowed stock in anticipation of a price decline.  If the company becomes the lender of, say, 10 shares currently selling at $10 per share they have entered into a contract for future delivery.  The borrower is obligated to pay back the 10 shares (ignoring the interest factor) at some point in the future.  If the stock declines the borrower makes money because he only has to pay, say, $5 per share to purchase it.  The short seller received $100 by selling the stock but only has to pay $50 (10 shares at $5 per share) to cover the contract - a profit of $50.\n\nFirst of all, short selling is an indication that investors believe that the stock price of a particular company will decline - not exactly something that you want as a company.  The company is owed 10 shares of stock regardless of what happens to the price of the stock.  The short seller takes the risk (he might have to pay $15 per share to cover the contract).  \n\nThe company would get interest from the loan but at the price of encouraging short selling.\n\nIf someone out there knows of this article I would be grateful for the name of the article and the publication (including the publication date).\n\nI hope that this helps.
512935
(a)\nC = mx + b\nC = 10x + 40\n(where fixed cost could be due to the cost of the workers or rental of the factory...)\n(The variable cost is the cost required to make 1 item)\n\n(b)\nR = 50x\n(The revenue, money collected, from selling x items is 50x.\nSo if you were to buy 1 item, you would pay $50\nand if you were to buy 3 items, you would pay $150.)\n\nRevenue = Cost\nR = C\n50x = 10x + 40\n50x - 10x = 40\n40x = 40\nx = 40/40\nx = 1\n\nThe selling of 1 item would result in the break-even point.
684608
Let X be the sales Kenisha need to make, the equation will be \n     0.04X + 500 = 0.05X = 400\n     500 - 400 = 0.05X - 0.04X\n     100 = 0.01X\n     10000 = X\nI think the first offer is better, cause it kind of tough to have $10000 sales per month, you think? Hope this help.
583900
Just move the decimal one spot to the left\nFor example:\n\nJacket costs $200.00, for ten percent discount move the decimal and you get $20.000.\nOriginal price (200) minus the ten percent discount (20) is $180.  Yay math!