MHB Get 25% Off - Save on E-Commerce Prices

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To set a permanent sale price of 25% off for an e-commerce store, the original price must be calculated correctly. The desired sale price of $39.95 requires an original price of $53.27, as determined by the formula P = S/0.75. This ensures that after applying the 25% discount, the final price reflects the intended sale price. The discussion highlights the importance of understanding pricing strategies to avoid confusion in e-commerce pricing. Accurate calculations are essential for effective pricing strategies.
LorraineP
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Hello,

It's been 40 years since I've sat in a math class. And although I remember a lot, if you don't use it, you tend to lose it!
So, I have an e-commerce store and I want to set my prices as "on sale", trying a permanent sale technique, 25% off.

So here's what I thought would work:
  • Desired display price = $39.95
  • Entered in calculator 39.95 + 25% = $49.9375
  • Entered price online as $49.94
  • Set Sale to 25% off
  • Price ends up as $37.46
Whereas I wanted price to end up as $39.95

What am I doing wrong? Is there a formula I can follow?

Thank you for any and all help in advance :)
 
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LorraineP said:
Hello,

It's been 40 years since I've sat in a math class. And although I remember a lot, if you don't use it, you tend to lose it!
So, I have an e-commerce store and I want to set my prices as "on sale", trying a permanent sale technique, 25% off.

So here's what I thought would work:
Desired display price = \$39.95
Enter in calculator 39.95 + 25% = \$49.9375
Entered price online as \$49.94
Set Sale to 25% off
Price ends up as \$37.46
Whereas I wanted price to end up as \$39.95

What am I doing wrong? Is there a formula I can follow?

Thank you for any and all help in advance :)

let P = online price, S = sale price of 39.95

P - (25% discount of P) = S

P - 0.25P = S

P(1 - 0.25) = S

P(0.75) = S

P = S/0.75 = 39.95/0.75 = 53.27
 
skeeter said:
let P = online price, S = sale price of 39.95

P - (25% discount of P) = S

P - 0.25P = S

P(1 - 0.25) = S

P(0.75) = S

P = S/0.75 = 39.95/0.75 = 53.27

WOW thank you so VERY MUCH! You have saved me a migraine and a lot of time :)
 
Here is a little puzzle from the book 100 Geometric Games by Pierre Berloquin. The side of a small square is one meter long and the side of a larger square one and a half meters long. One vertex of the large square is at the center of the small square. The side of the large square cuts two sides of the small square into one- third parts and two-thirds parts. What is the area where the squares overlap?

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