Part 3 Completing the Calculus CSAT Concepts

1.
Limits and series of sequences
1-1 Critical Point
CP 01.
Express them all as convergent sequences.
CP 02.
Convergence of sequences and series
CP 03.
geometric series
1-2 Expansion of the concept
SK 01.
Curriculum and Grades
SK 02.
Check the 'Inductive Definition' graph
SK 03.
Properties of composite functions and limits
SK 04.
Limits of sequences and intuition

2.
Limits and Differentiation
2-1 Critical Point
CP 01.
Technically verify continuity.
CP 02.
Express them as convergent functions and apply the limit property.
CP 03.
Addition theorem and composition of trigonometric functions
2-2 Expansion of the concept
SK 01.
Limits of Transcendental Functions - Summary

3.
Differential calculus
3-1 Critical Point
CP 01.
Technically verify differentiability.
CP 02.
Become fully familiar with the various differentiation methods.
- Inverse function differentiation
CP 03.
The key to the positional relationship between curves and lines is the second derivative.
CP 04.
Use differentiation and basic operations to deform the graph of a function.
3-2 Expansion of the concept
SK 01.
Maximum/Minimum Problem
SK 02.
Interpreting unfamiliar identities
SK 03.
Positional relationships between lines and curves, graphs and intuition
SK 04.
square graph, root graph
SK 05.
Number of tangents
SK 06.
Understanding composite functions
SK 07.
extrema of polynomial functions
SK 08.
Original function and inverse function
SK 09.
Interpretation of inverse functions through 'interval-based inverse functions', deepening inverse function substitution
SK 10.
'Definition of Extreme Value' (feat.
Disadvantages of studying focused on the CSAT)

4.
Integration method
4-1 Critical Point
CP 01.
Understand the relationship between definite integrals and the sum of a series.

CP 02.
Apply the calculation of integrals accurately.

CP 03.
Understand the connection between the movement of shapes and integration.

CP 04.
Understand area, volume, and length at once with the kth shape.

CP 05.
Understand the relationship between functions defined by definite integrals and integration and differentiation.
4-2 Expansion of the concept
SK 01.
Line symmetry and definite integral identities
SK 02.
Inverse functions and definite integrals
SK 03.
Operations and definite integrals of symmetric functions
SK 04.
Yurisik's theorem
SK 05.
'Autonomy of Integration' in Partial Integration

Part 4: Completing the Calculus Killer Questions

1.
Killer Special Lecture
1-1 Critical Point
CP 01.
Graphs of functions and intuition from graphs
CP 02.
Turning 'induction and intuition' into 'logic' in problem solving
CP 03.
Example of de-escalation
CP 04.
Sometimes, the questions come from outside the textbook.
CP 05.
Most functions defined in terms of x-coordinates are inverse function problems.
CP 06.
Advanced composite functions
CP 07.
Utilizing necessary and sufficient conditions: "Replacing conditions"
CP 08.
If you know the relationship, you will know.
CP 09.
Predicting the solution, necessary and sufficient conditions, logical thinking process, and killer questions

Part 5 Completion of Other Types of Calculus

1.
Other types
1-1 Other types
Type 01.
Geometric series advanced
Type 02.
In-depth study of limits of shapes and trigonometric functions

Study Method Series

· Part 3 Guidelines
Field Skills: 'Simple Example 2'
· Prediction of the solution 7 (You can figure it out if you know the relationship.)
· Expression based on commonalities and differences
· Approach to equations including composite functions
· Formula by commonalities and differences (advanced)
Field Skills: "Examples of De-escalation"

About Han Wan-su

1.
If you are preparing for the CSAT math exam, this is a must-read book.
This book establishes a basic mindset for CSAT math and provides precise guidelines on how to view and study 'concepts in textbooks' and 'concepts that are not in textbooks but frequently appear on the CSAT.' Therefore, if you are preparing for CSAT math, this is the textbook you must look at first.
The author personally experienced the College Scholastic Ability Test (CSAT) for 21 years from the start of the test in 2005 to the end of the CSAT in 2025, and even received a perfect score on the test with the lowest number of perfect scores (28 people) among all the mathematics sections of the National Assessment Service.
After that, I entered the Department of Mathematics and majored in mathematics at university and graduated.
Based on that experience, I have been analyzing logically and intuitively for 20 years on how to approach [College Scholastic Ability Test Math Concepts], and I have founded and run a top-tier Naver cafe with 260,000 members, while consistently conducting statistical research.
Based on those statistics, we present the best and most accurate direction for [studying math for the CSAT] that will most certainly increase your score.

2.
You can study all the latest past exam questions.
Han Wan-su contains all of the latest five-year (2021-2025) exam questions from the Korea Institute of Curriculum and Evaluation and the College Scholastic Ability Test. It also includes some 'Past Exam Questions from the Korea Institute of Curriculum and Evaluation and the College Scholastic Ability Test' and 'Past Exam Questions from the Office of Education' to help with understanding concepts.
Therefore, you can study all the 'latest exam questions' through Han Wan-su and efficiently learn concepts by linking them to the exam questions.

3.
You must do Han Wan-su's [Part 1] and [Part 2] perfectly.
If you decide to watch Han Wan-su, you must study thoroughly from [Part 1] and [Part 2].
This book provides accurate guidance on the right study direction for the CSAT.
No matter what math you study in the future, you must continue to study in the direction suggested by Han Wan-su to most effectively improve your math skills for the CSAT, so you must start with Han Wan-su.
[Part 1·2] Make it your top priority to do it perfectly.

4.
All students preparing for the CSAT can view it.
Covers all textbook concepts without exception.
It will be of great help to all students from grades 1 to 4 to learn [textbook concepts] and develop [logical thinking] and [intuition].
Students with a level lower than 4 can also start studying from [Part 1] in conjunction with the basic book and textbook.

5.
There is a series of guidelines and study methods.

It includes 'Guidelines' and 'Study Method Series' to guide you on how to study math in the right direction.
If you study properly with the right teaching method, your math skills for the CSAT will improve more quickly and surely.


6.
You can master the basic concepts in [Part 1] and the concepts for the CSAT and advanced concepts in [Part 2·3].
Han Wan-su is in charge of everything from preparing for the CSAT, including [textbook concepts], to practical concepts, advanced concepts, and solutions to the latest past exam questions.
[Part 2·3] includes more advanced concepts.
When it comes to math, study Han Wan-su from beginning to end with confidence.

7.
Add convenience to your learning with Q&A.
We are conducting a learning Q&A at pmh.kr/QnA.
You can get answers directly from the textbook researcher who participated in the production of Han Wan-su.
If you have any questions that you find difficult to resolve on your own, seek professional help.
Q&A is only available for the relevant textbook.


8. QR codes have been added to enhance learning convenience.
It's also inside the bookmark at the very back of the book.