1.
factorization

01 Factorization
02 Greatest common divisor and least common multiple

2.
Integers and rational numbers

03 Integers and rational numbers
04 Addition and subtraction of integers and rational numbers
05 Multiplication and division of integers and rational numbers

3.
Use and expression of characters

06 Use of characters and expressions
07 Arithmetic calculations for linear equations

4.
linear equation

08 Equations and their solutions
09 Solving linear equations
Application of 10-day equations

5.
Coordinate plane and graph

11 Coordinate Plane and Graph
12 Proportional Relationships and Their Graphs
13 Inverse Relationships and Their Graphs

[This book's structure and usage]

1.
How would you explain the concept of Summa Cum Laude Startup?
① It is organized so that you can see important concepts for each sub-unit at a glance.
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 school exams.

3.
Mini Test for School Exam Preparation
We have compiled the types of questions that appear on the exam by subtopic.
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.

4.
Review Talk Talk
We have made it possible to review important concepts in each unit by reading them in a conversational format.

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

1.
Make a plan - Make a schedule that works for you so you don't end up sticking to your resolutions for three days!
2.
Mastering the Concepts - Make sure you understand the concepts and principles before solving each problem!
3.
Problem Solving - Let's learn the concepts through various problems!
4.
Create an error notebook - After solving a problem, organize the incorrect answers in an error notebook!
5.
Review your error notebook - Before studying the next day, be sure to check your error notebook and make progress!