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Q: How do you find sales price when given percent of increase?

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The sales tax adds $1.19 to the price.

Divide Sales Price by 200% (ie 2). So cost is half of sales price.

The sale price will be $250.75

The sales price is 70 percent of regular price , so 70/100*regular price = sales price (47.60)on solving we get regular price = 68

cost = 150 X = 100% = 1.00 = original percent Y = 40% = 0.40 = percent reduced Z = sale percent Reduction formula based on the above variables X and Y: X - Y = Z Z = 0.6 This means the boots are on sale for 60% of their original price, or 90 a pair. To bring 90 up to 150, simply use the following formula based on these variables: A = raised price B = sale price C = percent the sales price is raised by to reach the raised price A/B = C 150/90 = 1.67 Or, to increase the sales price of 90 to the raised price of 150, you would need to sell the boots for 167% of the sales price. 100% of the sales price is 90, so the increase is 67%.

The total price with the discount and sales tax is: $55.64

72

$240.00

If total sales is in M2, then put this formula in N2 to show 15% increase in sales.=M2*1.15

15% increase on 100 = 115.

The sale price 28.00.

You have missing variables such as the critically important total sales.

11.20

38.08

The sale price will be $24.50

34% discount

Multiply the price by 1.2

Answers for Adding 20 Percent To 725 Is

The percent of the sales tax was 4.5%

15108

The sale price is 88.20

purchase price x percent sales tax .... then added to the original amount

This is a 248.0952% increase.

The selling price was 714.15.

Sales for business cases rose 4 percent in 1996

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