A company sells two different fitness trackers. The first model has a regular price of $250 and is offered with a 15% discount, followed by an additional 5% discount on the reduced price. The second model has a regular price of $280 and is offered with a 20% discount upfront. After applying all discounts, which model costs less, and by how much? - Treasure Valley Movers

Is A company selling two fitness trackers offering real value? Here’s what the discounts really mean for your purchase:

In a market where wearable fitness tech continues to grow, two popular models from A company have sparked discussion: a $250 smart tracker with layered discounts and a higher-end $280 model slashed with an immediate 20% price cut. Consumers wanting to maximize value often ask: which offers the best deal after discounts, and by how much? Understanding the final pricing isn’t just about saving—it’s about making an informed choice that aligns with individual needs and budget goals.

Why This Discount Comparison Matters in Today’s Fitness Tech Trends
Fitness trackers are no longer just step counters—consumers demand smart integration, real-time health insights, and reliable battery life. A smart tracker at $250 often appeals to budget-conscious shoppers, while the premium $280 model targets users prioritizing advanced metrics. With rising interest in personal health tracking and mobile fitness engagement, smart buyers are increasingly time-sensitive and price-sensitive, making clear price comparisons critical. Knowing which model saves more after discounts helps navigate the crowded fitness tech space with confidence.

Calculating the Savings: Which Model Pays Less After Discounts?
To answer the key question: the $250 model with 15% followed by 5% off the reduced price costs $214.38, while the $280 model with a one-time 20% discount brings the final price to $224.

Here’s the breakdown:

• First tracker:
  • Initial price: $250
  • Apply 15% discount: $250 × 0.15 = $37.50 → reduced price: $212.50
  • Apply 5% discount on $212.50: $212.50 × 0.05 = $10.63 → final price: $201.87
  • Error correction: detailed recalculation shows $250 × 0.85 = $212.50; then $212.50 × 0.95 = $201.88 — thus final