Calculation Of Profit And Selling Price With Short Questions

1. A Shopkeeper Bought Few Bags For $1400 And Sold Them At $2560 Compute His Profit | 2. A Man Bought A Bicycle For 1200 He Sold It For 1500 Find The Profit Percent | 3. A Man Buys A Cycle For $1400 And Sells It At A Loss Of 15% What Is The Selling Price Of The Cycle
1. A Shopkeeper Bought Few Bags For $1400 And Sold Them At $2560. Compute His Profit.

Given:

Cost of Bags = $1400

Sales = $2560

Find:

Gross Profit = ?

We know that Gross Profit is equal to Sales minus Cost of Sales, so we have:

Gross Profit =  Sales - Cost of Sales

Gross Profit =  $2560 - $1400 = $1160

So, shopkeeper earn $1160 profit (gain) on the sales ($2560) of bags purchased at the cost of $1400.

2. A Man Bought A Bicycle For 1200 He Sold It For 1500 Find The Profit Percent.

By applying gross profit formula, we have:

GP = $1500 - $1200 = $300

As we know that sales is the sum of cost of sales + gross profit, so we have

Sales =  Cost + Gross Profit

So, the Percentage of sales = Percentage of Cost + Percentage of Gross Profit

As, the percentage of Sales is 100 i.e., it is the base, so we have:

Percentage of GP = Amount of GP / Amount of Sales X 100

Percentage of GP = 300 / 1200 X100 = 25%

3. A Man Buys A Cycle For $1400 And Sells It At A Loss Of 15%. What Is The Selling Price Of The Cycle?

% of Gross Loss = Amount of Gross Loss / Amount of Cost of Sales X Percentage of Cost of Sales

15  =  Amount of Gross Loss / 1400 X 100

Amount of Gross Loss = 15 X1400 / 100 = $210

As we know:

Sales = Cost of Sales - Gross Loss = 1400 – 210 = $1190

Suppose, in question no. 3, if the person sells at 15% profit, then selling price is calculated as shown below:

Amount of GP = 15 X1400 / 100 = $210

Selling Price = 1400 + 210 = $1610

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