In the Hong Kong education environment, students are often challenged to learn English vocabulary and master mathematical concepts at the same time. The word "Variation" is not only an important English vocabulary word, but also a key concept in the DSE Mathematics examination. Our Dual Language Learning Platform creatively combines these two aspects, allowing you to master the English vocabulary word "variation" and the Mathematics concept of "variable fraction" in one go, providing a truly bilingual learning experience.
Pronunciation: /ˌveə.riˈeɪ.ʃən/ (British), /ˌver.iˈeɪ.ʃən/ (American)
Wordiness: Nouns [C or U]
Definition: 變化;變動;變異 (a change in amount or level)
Unemployment rates show regional variation.
Unemployment rate shows a regional patternChange.
The medical tests showed some variation in the baby's heart rate.
Medical tests showed that the baby's heart rate was a little off.Change.
In the DSE Maths exam, the answer rate for variable questions only hovers between 50-55%, and mastering the concept of variable is crucial to achieving a high score.
Get a free trial of our bilingual learning platform today and improve your English vocabulary and maths vocabulary mastery at the same time!
vari- (change) + -ation (noun suffix)
Synonym:
Antonyms:
Our platform provides in-depth learning of over 10,000 commonly used English words, including pronunciation, usage and example sentences.
| variable type | formulas | Examination Frequency | difficulty | Exam Highlights |
| Direct Variations | y = kx | 85% | ★★☆☆☆☆ | Calculation of the constant k, judgement of proportionality, practical application problems. |
| Inverse Variations | y = k/x | 75% | ★★★☆☆☆ | Inverse proportionality, graphical feature analysis, extreme value problem. |
| Joint Variations | y = kx^m/z^n | 60% | ★★★★☆ | Multivariate relations, complex variable judgement, practical applications |
| Partial Variations | y = k₁ + k₂x^n | 45% | ★★★★★ | Solving Combined Equations, Calculating Two Constants, Complex Applications |
Title:It is known that y ∝ x². When x = 2, y = 12. Find the value of y when x = 3.
Solution:
1. Firstly, remember to define the equation and the constant k in each question, i.e. y = kx², where k≠0.
2. according to the question, when x = 2, y = 12
3. Substituting into the equation: 12 = k(2)² = 4k
4. Find k = 3
5. so y = 3x²
6. When x = 3, y = 3(3)² = 3 × 9 = 27
Our platform provides detailed explanations and step-by-step instructions for over 500 DSE variable mark questions.
Mathematics + English Vocabulary Enhancement
Students in 95% will move up 1-2 levels.
Deep Vocabulary Learning + Introduction to Mathematical Concepts
Vocabulary Memory Efficiency Improvement 80%
Teaching Resources + Bilingualism
Over 500 bilingual teaching resources
"After using this bilingual learning platform, my concepts of mathematical variables have become clearer and my English vocabulary has improved dramatically. I finally achieved 5** in DSE Maths and 5* in English."
- Mr Chan, DSE 5** student
"As an English teacher, I have found the bilingual approach of this platform to be very effective. Students not only learn English vocabulary, but also understand maths concepts, making cross-curricular learning a real reality."
- Mr Wong, Senior English Teacher
Our bilingual learning platform is suitable for all types of students, especially:
Our platform combines the two disciplines in the following ways:
Our 7-day free trial includes:
Join over 10,000 students to experience Hong Kong's first bilingual learning platform that combines English vocabulary and DSE Maths Variables concepts.
Register now to get 7 days free trial and "DSE Variable Score Formula Quick Checklist" PDF download!
In the Hong Kong education environment, students are often challenged to learn English vocabulary and master mathematical concepts at the same time. The word "Variation" is not only an important English vocabulary word, but also a key concept in the DSE Mathematics examination. Our Dual Language Learning Platform creatively combines these two aspects, allowing you to master the English vocabulary word "variation" and the Mathematics concept of "variable fraction" in one go, providing a truly bilingual learning experience.
Pronunciation: /ˌveə.riˈeɪ.ʃən/ (British), /ˌver.iˈeɪ.ʃən/ (American)
Wordiness: Nouns [C or U]
Definition: 變化;變動;變異 (a change in amount or level)
Unemployment rates show regional variation.
Unemployment rate shows a regional patternChange.
The medical tests showed some variation in the baby's heart rate.
Medical tests showed that the baby's heart rate was a little off.Change.
In the DSE Maths exam, the answer rate for variable questions only hovers between 50-55%, and mastering the concept of variable is crucial to achieving a high score.
Get a free trial of our bilingual learning platform today and improve your English vocabulary and maths vocabulary mastery at the same time!
vari- (change) + -ation (noun suffix)
Synonym:
Antonyms:
Our platform provides in-depth learning of over 10,000 commonly used English words, including pronunciation, usage and example sentences.
| variable type | formulas | Examination Frequency | difficulty | Exam Highlights |
| Direct Variations | y = kx | 85% | ★★☆☆☆☆ | Calculation of the constant k, judgement of proportionality, practical application problems. |
| Inverse Variations | y = k/x | 75% | ★★★☆☆☆ | Inverse proportionality, graphical feature analysis, extreme value problem. |
| Joint Variations | y = kx^m/z^n | 60% | ★★★★☆ | Multivariate relations, complex variable judgement, practical applications |
| Partial Variations | y = k₁ + k₂x^n | 45% | ★★★★★ | Solving Combined Equations, Calculating Two Constants, Complex Applications |
Title:It is known that y ∝ x². When x = 2, y = 12. Find the value of y when x = 3.
Solution:
1. Firstly, remember to define the equation and the constant k in each question, i.e. y = kx², where k≠0.
2. according to the question, when x = 2, y = 12
3. Substituting into the equation: 12 = k(2)² = 4k
4. Find k = 3
5. so y = 3x²
6. When x = 3, y = 3(3)² = 3 × 9 = 27
Our platform provides detailed explanations and step-by-step instructions for over 500 DSE variable mark questions.
Mathematics + English Vocabulary Enhancement
Students in 95% will move up 1-2 levels.
Deep Vocabulary Learning + Introduction to Mathematical Concepts
Vocabulary Memory Efficiency Improvement 80%
Teaching Resources + Bilingualism
Over 500 bilingual teaching resources
"After using this bilingual learning platform, my concepts of mathematical variables have become clearer and my English vocabulary has improved dramatically. I finally achieved 5** in DSE Maths and 5* in English."
- Mr Chan, DSE 5** student
"As an English teacher, I have found the bilingual approach of this platform to be very effective. Students not only learn English vocabulary, but also understand maths concepts, making cross-curricular learning a real reality."
- Mr Wong, Senior English Teacher
Our bilingual learning platform is suitable for all types of students, especially:
Our platform combines the two disciplines in the following ways:
Our 7-day free trial includes:
Join over 10,000 students to experience Hong Kong's first bilingual learning platform that combines English vocabulary and DSE Maths Variables concepts.
Register now to get 7 days free trial and "DSE Variable Score Formula Quick Checklist" PDF download!
馬上為您安排 __ 的老師
請填寫簡單資料讓我們為你聯絡__導師