Ⅰ.
polynomial

01 Polynomial Operations
02 Identity and Remainder Theorem
03 Factorization

Ⅱ.
Equations and Inequalities

04 Complex numbers
05 Quadratic equation
06 Quadratic functions and quadratic equations
07 Cubic and quartic equations
08 Simultaneous equations
09 Linear Inequality
10 Quadratic Inequalities

Ⅲ.
Permutations and combinations

11 cases
12 permutations
13 combinations

Ⅳ.
procession

14 Matrices and Their Operations

Structure and Use of This Book

1.
How would you explain the concept of Summa Cum Laude Startup?
① It is organized so that you can see important concepts at a glance by unit.
② I have explained each concept again, one by one.
③ You can check the parts you must remember through the teacher's tips for each concept.

2.
What is the problem structure of the startup in Summa Cum Laude?
① It is composed of easy problems so that you can clearly grasp each concept.
② You can practice for the actual exam by previewing the school exam.
③ You can check your skills through a mini test to prepare for your final exam.

3.
Mini Test for Internal Examination
We have compiled the types of questions that appear on the exam by unit.
You can imagine yourself taking a school exam and see if you can solve all the problems without making any mistakes, and figure out what concepts are being applied in the problems.

This is how you study for Summa Cum Laude Startup!!

1.
Let's take a quick look at what concepts are covered in each unit.
2.
Before you begin studying a unit, read through the concepts presented one by one.
3.
Review each concept again and solve the problems under each concept.
At this time, be sure to pay attention to the teacher's tips presented on the left.
4.
After solving the problem, read the concept again.
If you feel confused or find it difficult, check the schedule at the beginning of each unit.
5.
After completing each week's study, be sure to review the concepts you checked.