Question
Which situation best demonstrates "abstraction"?
Responses
An artist paints a hyper-realistic portrait that captures every wrinkle and shadow.
An artist paints a hyper-realistic portrait that captures every wrinkle and shadow.
A mathematician creates a general formula to solve various types of problems.
A mathematician creates a general formula to solve various types of problems.
A student lists every detail of a project without identifying the main idea.
A student lists every detail of a project without identifying the main idea.
A manager micromanages every step of a task rather than focusing on the outcome.
A manager micromanages every step of a task rather than focusing on the outcome.
Responses
An artist paints a hyper-realistic portrait that captures every wrinkle and shadow.
An artist paints a hyper-realistic portrait that captures every wrinkle and shadow.
A mathematician creates a general formula to solve various types of problems.
A mathematician creates a general formula to solve various types of problems.
A student lists every detail of a project without identifying the main idea.
A student lists every detail of a project without identifying the main idea.
A manager micromanages every step of a task rather than focusing on the outcome.
A manager micromanages every step of a task rather than focusing on the outcome.
Answers
GPT-4o mini
The situation that best demonstrates "abstraction" is:
**A mathematician creates a general formula to solve various types of problems.**
Abstraction involves focusing on the essential features of a concept while ignoring the specific details. In this case, the mathematician is creating a formula that can be applied to a variety of problems, which is a key aspect of abstraction in mathematics.
**A mathematician creates a general formula to solve various types of problems.**
Abstraction involves focusing on the essential features of a concept while ignoring the specific details. In this case, the mathematician is creating a formula that can be applied to a variety of problems, which is a key aspect of abstraction in mathematics.