lesson

Updated 6 days ago Β· 3 views
Imagine finding a brand new skateboard tagged at $60, but a giant red sticker screams 25% off.
How do you figure out the exact cash you need before reaching the register?
The Anatomy of a Sale
Every sale problem uses three main values: the original price (the full tag price), the discount (the dollar amount you save), and the sale price (the final amount you pay).
πA clean visual bar diagram showing a whole bar labeled 'Original Price = $60 (100%)'. The bar is split into two colored sections: a smaller red section labeled 'Discount: 25% ($15 off)' and a larger green section labeled 'Sale Price: 75% ($45 to pay)'. Below the bar, show the basic relationship: Original Price - Discount = Sale Price. Card style with white background, subtle border, and rounded corners.
So how do we turn that 25% discount into real dollars?
Method 1: Find the Discount First
The word percent literally means 'per hundred.' To use 25% in math, rewrite it as the decimal 0.25 or the fraction 10025β=41β.
First, multiply the decimal by the original price to find the savings, then subtract that savings from the original price.
Discount=0.25Γ$60=$15
SaleΒ Price=$60β$15=$45
πA two-step visual flowchart. Step 1: An icon of a tag '$60' with an arrow 'Γ 0.25' pointing to a savings badge labeled 'Discount: $15'. Step 2: An equation block showing '$60 - $15 =' leading to a bright green register receipt showing 'Sale Price: $45'. Light styling with clear bold arrows and badges.
Watch out for a super common mistake: never subtract the percent number directly from the price like \60 - 25 = $35$! A percent is a fraction of a total, not a flat dollar amount.
What if you want to find the sale price in one single calculation without subtracting at the end?