a car originally costs $20,000. its price went up by 20% and then by another $8,000. how much did the price go up as a percentage of the original price?

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A Car Originally Costs $20,000 — Its Price Went Up by 20% and Then by

Another $8,000. How Much Did the Price Go Up as a Percentage of the Original Price?

Quick Scoop

Let’s break down this car price puzzle with some quick math and storytelling flair. Imagine you spotted a sleek sedan that originally cost $20,000. A few months later, the price jumped twice — first by a 20% increase , then by an extra flat $8,000. How much did that final price surge really add up to, percentage-wise, compared to the car’s original price?

Step-by-Step Breakdown

1. Initial Price:
   The car originally costs $20,000.

2. First Increase (20%):
   20% of 20,000=0.20×20,000=4,00020%\text{ of }20,000=0.20\times 20,000=4,00020% of 20,000=0.20×20,000=4,000.
   New price = 20,000+4,000=24,00020,000+4,000=24,00020,000+4,000=24,000.

3. Second Increase ($8,000):
   24,000+8,000=32,00024,000+8,000=32,00024,000+8,000=32,000.

4. Total Increase:
   32,000−20,000=12,00032,000-20,000=12,00032,000−20,000=12,000.

5. Percentage Increase (Overall):
   12,00020,000×100=60%\frac{12,000}{20,000}\times 100=60%20,00012,000​×100=60%.

💡 Final Answer

The car’s price went up by 60% of the original price.

Summary Table

Forum Chat Viewpoint

User A: “Wait, 20% plus $8,000 doesn’t sound huge, but it actually ends up being a massive 60% jump? That’s wild!”
User B: “Yep! Always check percentages — a flat increase afterward can make a big difference.”

TL;DR:
A $20,000 car that first increased by 20% and then by $8,000 now costs $32,000 — a total price rise of 60% from the original. Bottom Note:
Information gathered from public forums or data available on the internet and portrayed here.