-
Anonymous users2024-02-13Rough content:
Hua Luogeng School Mathematics Textbook (Grade 6, Revised Edition).
Volume I, Lecture 1, Engineering Problems.
Exercise 1 Exercise 1 Answer.
Lecture 2: Ratio and proportion.
Exercise 2 Exercise 2 Answer.
Lecture 3: Fractions and Percentages (1).
Exercise 3 Answer to Exercise 3.
Lecture 4: Fractions and Percentages Application Questions (2).
Exercise 4 Answer to Exercise 4.
Lecture 5 Cuboids and Cubes.
Exercise 5 Answer to Exercise 5.
Lecture 6 Calculation of Three-Dimensional Figures.
Exercise 6 Answer to Exercise 6.
Lecture 7 Calculation of Rotating Bodies.
Exercise 7 Exercise 7 Answer.
Lecture 8: Applying congruence to solve problems.
Exercise 8 Answer to Exercise 8.
Lecture 9 Binary decimals.
Exercise 9 Answer to Exercise 9.
Lecture 10 Mathematics on the Chessboard (1).
Exercise 10 Exercise 10 Answers.
Lecture 11 Mathematics on the Chessboard (2).
Exercise 11 Answer to Exercise 11.
Lecture 12 Mathematics on the Chessboard (3).
Exercise 12 Answer to Exercise 12.
Lecture 13 Mathematics on the Chessboard (4).
Exercise 13 Answer to Exercise 13.
Lecture 14 Analysis of Typical Test Questions.
Exercise 14 Answer to Exercise 14.
Volume 2 Lecture 1 Equation Solving Problems.
Exercise 1 Exercise 1 Answer.
Lecture 2 on rounding calculations.
Exercise 2 Exercise 2 Answer.
Lecture 3: The Shortest Route.
Exercise 3 Answer to Exercise 3.
Lecture 4: The Wonderful Grid Table.
Exercise 4 Answer to Exercise 4.
Lecture 5: Finding the Area.
Exercise 5.
Answer to Exercise 5.
Lecture 6: The Biggest and Smallest Problem.
Exercise 6 Answer to Exercise 6.
Lecture 7 Splitting of integers.
Exercise 7 Exercise 7 Answer.
Lecture 8: Matching and Logical Reasoning in Graph Theory.
Exercise 8 Answer to Exercise 8.
Lecture 9: From Arithmetic to Algebra (1).
Exercise 9 Answer to Exercise 9.
Lecture 10: From Arithmetic to Algebra (2).
Exercise 10 Exercise 10 Answers.
Lecture 11 Selected Lectures on Comprehensive Questions (1).
Exercise 11 Answer to Exercise 11.
Lecture 12: Selected Comprehensive Questions (2).
Exercise 12 Answer to Exercise 12.
Lecture 13 Comprehensive practice of quick calculation and clever calculation.
Quick calculation and clever calculation comprehensive practice reference solution.
Lecture 14 Comprehensive training questions on spatial imagination.
-
Anonymous users2024-02-12Hua Luogeng School Mathematics Textbook (Grade 6, Revised Edition).
Volume I, Lecture 1, Engineering Problems.
Exercise 1 Exercise 1 Answer.
Lecture 2: Ratio and proportion.
Exercise 2 Exercise 2 Answer.
Lecture 3: Fractions and Percentages (1).
Exercise 3 Answer to Exercise 3.
Lecture 4: Fractions and Percentages Application Questions (2).
Exercise 4 Answer to Exercise 4.
Lecture 5 Cuboids and Cubes.
Exercise 5 Answer to Exercise 5.
Lecture 6 Calculation of Three-Dimensional Figures.
Exercise 6 Answer to Exercise 6.
Lecture 7 Calculation of Rotating Bodies.
Exercise 7 Exercise 7 Answer.
Lecture 8: Applying congruence to solve problems.
Exercise 8 Answer to Exercise 8.
Lecture 9 Binary decimals.
Exercise 9 Answer to Exercise 9.
Lecture 10 Mathematics on the Chessboard (1).
Exercise 10 Exercise 10 Answers.
Lecture 11 Mathematics on the Chessboard (2).
Exercise 11 Answer to Exercise 11.
Lecture 12 Mathematics on the Chessboard (3).
Exercise 12 Answer to Exercise 12.
Lecture 13 Mathematics on the Chessboard (4).
Exercise 13 Answer to Exercise 13.
Lecture 14 Analysis of Typical Test Questions.
Exercise 14 Answer to Exercise 14.
Volume 2 Lecture 1 Equation Solving Problems.
Exercise 1 Exercise 1 Answer.
Lecture 2 on rounding calculations.
Exercise 2 Exercise 2 Answer.
Lecture 3: The Shortest Route.
Exercise 3 Answer to Exercise 3.
Lecture 4: The Wonderful Grid Table.
Exercise 4 Answer to Exercise 4.
Lecture 5: Finding the Area.
Exercise 5.
Answer to Exercise 5.
Lecture 6: The Biggest and Smallest Problem.
Exercise 6 Answer to Exercise 6.
Lecture 7 Splitting of integers.
Exercise 7 Exercise 7 Answer.
Lecture 8: Matching and Logical Reasoning in Graph Theory.
Exercise 8 Answer to Exercise 8.
Lecture 9: From Arithmetic to Algebra (1).
Exercise 9 Answer to Exercise 9.
Lecture 10: From Arithmetic to Algebra (2).
Exercise 10 Exercise 10 Answers.
Lecture 11 Selected Lectures on Comprehensive Questions (1).
Exercise 11 Answer to Exercise 11.
Lecture 12: Selected Comprehensive Questions (2).
Exercise 12 Answer to Exercise 12.
Lecture 13 Comprehensive practice of quick calculation and clever calculation.
Quick calculation and clever calculation comprehensive practice reference solution.
Lecture 14 Comprehensive training questions on spatial imagination.
-
Anonymous users2024-02-11The original version of Hua Luogeng's textbook is from the Knowledge Publishing House, and you can take a closer look.
-
Anonymous users2024-02-10It's the same, but the look has changed a little.
-
Anonymous users2024-02-09The mathematics textbook of Hua Luogeng School in China covers the requirements of the "Curriculum Standards" and "Syllabus", but is not limited to the "Standards" and "Syllabus". To enable young people to understand the process of science, expand research results and thinking space; Develop the advantages of creative learning and achieve sustainable development.
Brother, I sympathize with you. I'm a grade below you, but I have the same experience as you, so we'll have something in common. I used to cry about physics, and I still hate my math teacher. >>>More
The number set is really difficult, it can be connected with a lot of knowledge, but the requirements in high school are very low, and the college entrance examination is a scoring question, so don't worry, as long as you understand the basics. Functions are the foundation of high school mathematics, and the college entrance examination is basically in the form of the last 3 questions, which are more difficult, so you should work harder. In fact, I personally think that there are only three points to be tested in the function, defining the domain, monotonicity, and parity, while the rest needs to be accumulated in mathematics learning. >>>More
Decent. Like my question.
A typical ternary inequality application problem.
As the title knows, the number of first, second, and third grades is piece, order. >>>More
I am already in the third year of junior high school, and the first and second years of junior high school are all basics, and the third year of junior high school must use the knowledge of the first and second years of junior high school. I'm also good at math, but every time I get a high score, I don't want to show my parents so much, even if it's 100 points, I don't show them, and when I used to show them, they didn't give them a good face, and they didn't say "good". Let's talk about learning now, don't talk to them. >>>More