sell = cost + cost x 250% = cost x 350 %
→ cost = sell ÷ 350 %
= 315 ÷ 350 %
= 90
You save $128.00 and the sale price is $672.00
find the selling price of an article costing Rs.30.00,that was sold at a profit of 15% of the cost price
x < $23750
17%
15% = 10% + 5%; 10% = 11.50, 5% = 5.75, so 15% = 17.25, making sale price 97.75
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 original price was 625.
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11000 was the real price.
.05
You save $128.00 and the sale price is $672.00
To determine the increase in total revenue, we can use the formula for revenue, which is price multiplied by quantity sold. Let’s assume the original price is ( P ) and the original quantity sold is ( Q ). After a 10% price decrease, the new price becomes ( 0.9P ), and with a 30% increase in quantity, the new quantity sold is ( 1.3Q ). The original revenue was ( PQ ), while the new revenue is ( (0.9P)(1.3Q) = 1.17PQ ), indicating a 17% increase in total revenue.
28% means 28/100 = 0.28 But, you want to get back to the original price, so you take the difference from the whole, which is 0.72 $594/0.72 = $825 the original price
It will make a profit of -95.
the price it was before it was on sale or celrace the price it sold for in 1895
3:2
The price was 670!