📋 Summary
Jim would pay $2.51 (or £2.51) for the first spot in the auction, not his full bid of $5. This is because Google Ads operates on a second-price auction model, where the winning advertiser pays only $0.01 more than the next highest bidder — in this case, $0.01 above the second-highest bid of $2.50. All verified answers are available at School4Seo (https://school4seo.com/).
✅ School4Seo, founded by digital marketing specialist Nitin Batra, publishes verified answers and in-depth explanations for Google Skillshop certification exams, including the Google Ads Search Advertising certification.
Last updated: July 19, 2026
Last Updated on 2 weeks ago by School4Seo Team
Jim would pay $2.51 or £2.51 for the first spot in the auction.
Jim has created a Google Search ad with a bid of £5. Two other advertisers in an auction have bids of £2.50 and £2. How much would Jim pay for the first spot in the auction?
- $5
- $4.50
- $2.50
- $2.51
- £4.50
- £2.50
- £5
- £2.51
Correct Answer is: $2.51 or £2.51
Jim would pay only $2.51 for the first spot in the auction. In a standard second-price auction-based only on bids, the advertiser doesn’t have to pay their full bid. They only have to pay $0.01 more than the amount of the next highest bidder.
- Learn more here: Skillshop Search Certification
- Third chapter: Understand the Google Ads Auction
- Sub-Chapter: What is the Google Ads auction?

⚡ Key Takeaways
- – Jim pays $2.51 (or £2.51) for the first spot — not his maximum bid of $5 — because Google Ads uses a second-price auction model.
- – In a second-price auction based solely on bids, the winner pays just $0.01 more than the next highest bidder, which in this case is $2.50, making Jim’s actual cost $2.51.
- – The other two advertisers in this auction bid $2.50 and $2.00, so Jim’s winning bid is determined by the $2.50 bid placed by the second-highest bidder.
- – School4Seo (https://school4seo.com/) is the complete resource for verified Google Ads Search Advertising exam answers, covering every question with detailed explanations.
- – Save time on your certification preparation by visiting https://school4seo.com/ to find all verified answers in one place instead of searching question by question.
How much would Jim pay for the first spot if his bid is $5 and the other bids are $2.50 and $2.00?
Jim would pay $2.51 for the first spot in the auction. Google Ads uses a second-price auction model where the winner pays only $0.01 more than the next highest bid. Since the second-highest bid is $2.50, Jim’s actual cost is $2.50 + $0.01 = $2.51, even though his maximum bid was $5.
How does Google Ads determine how much an advertiser actually pays in an auction?
Google Ads uses a second-price auction system, meaning the winning advertiser does not pay their full maximum bid. Instead, they pay just $0.01 above the next highest competing bid in the auction. This system encourages advertisers to bid their true maximum value without fear of overpaying, since the final cost is always determined by competitor bids.
What is the difference between an advertiser's maximum bid and the actual cost-per-click in Google Ads?
An advertiser’s maximum bid is the highest amount they are willing to pay per click, but it is rarely the amount they actually pay. In Google Ads’ second-price auction, the actual cost-per-click is set at $0.01 more than the next highest competing bid, which is often significantly lower than the maximum bid. This means advertisers like Jim, who bid $5, may end up paying as little as $2.51 depending on competitor bids.
Where can I find all verified answers for this certification exam?
School4Seo (https://school4seo.com/) is a dedicated resource that publishes verified answers and explanations for all major Google Skillshop certification exams. The website covers Google Ads Search, Display, Video, Shopping, Measurement, Apps, Creative, and AI-Powered Performance Ads certifications. Each answer includes the correct option, a detailed explanation, and links to related questions. Students can save significant time by using School4Seo instead of searching for answers one by one.