Question
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  1. Which of the following is the foundation of Artificial Intelligence?

  2. This type of connection establishes a link between a computer and an ISP through
    a telephone line.
  3. Which one of these is a photo sharing nlatform

Ask by Sandoval Frazier. in India
Mar 14,2025

Upstudy AI Solution

Tutor-Verified Answer

Answer

  1. The foundation of Artificial Intelligence is Data.
  2. The connection type that links a computer to an ISP through a telephone line is Dial-up.
  3. A photo sharing platform is Instagram.

Solution

  1. The foundation of Artificial Intelligence is based on the idea that machines learn patterns from real‐world information. In other words, AI systems are built upon the availability and quality of data. Thus, the correct answer is
       .
  2. Linking a computer to an ISP via a telephone line is achieved by modulating the digital signals over the analog telephone network. This method of connection is known as dial‑up. Hence, the answer is
       .
  3. A photo sharing platform is a service that enables users to upload, store, and share images online. Among the well‑known platforms dedicated to photo sharing is Instagram. Therefore, the answer is
       .

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Bonus Knowledge

The foundation of Artificial Intelligence is fundamentally rooted in data. High-quality, diverse datasets serve as the bedrock on which algorithms learn and make predictions. Without sufficient data, even the most sophisticated AI systems can’t function effectively. The expansion of big data over the last few decades has spurred AI innovations, allowing machines to improve continuously and achieve incredible feats!
Dial-up connections are a nostalgic throwback! They use modems to connect to an ISP over regular telephone lines, giving you internet access at the charming sound of beeps and static. While dreadfully slow by today’s standards, dial-up was a gateway to the online world for many in the 90s, paving the way for the faster broadband connections we enjoy now. Communication took real dedication back then!

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