<-- Original Price
<-- Chain Discount (separate by commas or slashes)
  

    Take the Quiz

Calculate the net cost price for

A good priced at $750.00

Use a chain discount of 25/20%

Method 1: Equivalent Discount

Step 1: (100% - 25%) * (100% - 20%)

Step 2: 0.75 * 0.8 = 0.6

Step 3: 100% - 60% = 40%

Step 4: Discount = $750.00 * 0.4 = $300.00

Step 5: Net Cost Price = $750.00 - $300.00 = $450.00

Alternative Method Price

Price * Discount Percent 1 = ($750.00 * 0.25 = $187.50)

Price - Discount 1 = ($750.00 - $187.50 = $562.50)

Alternative Method Discounted price

Discounted price * Discount Percent 2 = ($562.50 * 0.2 = $112.50)

Discounted price - Discount 2 = ($562.50 - $112.50 = $450.00)

Net Cost Price

Net Cost Price = $750.00 - $300.00

Net Cost Price = $450.00



Keep Practicing
What is the Answer?
Net Cost Price = $450.00
How does the Chain Discounts and Net Cost Price and Net Cost Equivalent Calculator work?
Free Chain Discounts and Net Cost Price and Net Cost Equivalent Calculator - Given a chain discount and an original price, this calculates the total discount and net cost price.
This calculator has 2 inputs.

What 1 formula is used for the Chain Discounts and Net Cost Price and Net Cost Equivalent Calculator?

(100% - Discount 1%) * (100% - Discount 2%)

For more math formulas, check out our Formula Dossier

What 5 concepts are covered in the Chain Discounts and Net Cost Price and Net Cost Equivalent Calculator?

chain discount
a series of trade discount percentages or their total
discount
the amount by which the market price of a bond is lower than its principal amount due at maturity
net cost equivalent
communicates how many pennies of cost the buyer must pay for every $1 of List Price
net cost price
the amount paid by the customer after all discounts and rebates are applied
price
the amount of money expected, required, or given in payment for something
Example calculations for the Chain Discounts and Net Cost Price and Net Cost Equivalent Calculator

Tags:



Add This Calculator To Your Website