Okay, I need to create a Wikipedia-style document about Calculus under the categories of Education, Mathematics, and High School Math. Let me start by understanding the requirements.

First, the structure: H1 for the title, an overview section, several sections with H2 and H3, and maybe references or related documents. The content needs to be accurate, objective, detailed enough, easy to read, and use technical terms with explanations. Also, markdown formatting with proper headings, lists, tables, code blocks if needed, and at least 800 characters.

The title is "미적분학" (Calculus). Let me start with the H1 heading. Then an introduction explaining what calculus is, its importance in high school math, and maybe a brief history.

Next sections: Maybe break it down into Differential Calculus and Integral Calculus as H2 headings. Under each, have sub-sections like concepts, applications, key formulas. Also, include something about the Fundamental Theorem of Calculus since that's crucial.

I should mention limits, derivatives, integrals, their definitions, examples. Use tables for key terms or formulas. Maybe a section on real-world applications to show relevance. Need to explain technical terms in simple language. For example, when talking about derivatives, define them as the rate of change and maybe give an example like velocity.

Check if there are any common misconceptions or important theorems to include. The Fundamental Theorem connects differentiation and integration, so that's a must. Also, mention some historical context, like Newton and Leibniz, but keep it concise.

Make sure each section flows logically. Use H3 for sub-sections under H2. For example, under Differential Calculus: "1. 미분의 정의" (Definition of Derivatives), then "2. 미분의 응용" (Applications of Derivatives). Similarly for Integral Calculus.

Include examples in code blocks if possible, but since it's about math, maybe use LaTeX notation within the text or a table with formulas. Avoid using markdown code blocks unless necessary, but perhaps mention some key equations.

Check for accuracy: Ensure that definitions are correct. For example, the derivative of f(x) is the limit as h approaches 0 of [f(x+h)-f(x)]/h. The integral is the area under the curve, etc.

Also, think about related topics or further reading. Maybe mention calculus in higher education or its importance in other fields like physics, engineering, economics.

Need to make sure the document meets the length requirement. Each section should be detailed enough. Let me outline:

• Introduction: What is Calculus? Its role in high school math.
• History and Development
• Differential Calculus (H2)
• Definition of Derivatives (H3)
• Rules of Differentiation (H3)
• Applications (H3)
• Integral Calculus (H2)
• Definition of Integrals (H3)
• Techniques of Integration (H3)
• Applications (H3)
• Fundamental Theorem of Calculus (H2)
• Real-world Applications (H2)
• Conclusion
• References

Wait, the user mentioned "필요시 참고 자료나 관련 문서 섹션" so maybe add a references section. Also, check if there are any key formulas to include in tables.

Make sure each part is explained clearly. Avoid being too technical without explanation. For example, when discussing limits, explain that they're about approaching a value, not just the limit concept itself.

Use examples: Like finding the derivative of x² is 2x, or integrating sin(x) gives -cos(x) + C. Maybe include some basic problems in the applications section.

Check for any possible errors. For instance, ensure that the Fundamental Theorem is correctly explained as connecting derivatives and integrals.

Also, think about common high school curriculum topics. In South Korea's high school math, calculus might cover limits, derivatives, integrals, their properties, and some applications like optimization or area under curves.

Need to make sure all sections are covered adequately. Let me start drafting each part step by step.