GRE數(shù)學(xué)專業(yè)詞匯太多記不?。窟@些高頻詞請優(yōu)先背好,。為了幫助考生更好地掌握GRE數(shù)學(xué)考試中的常用詞匯,，我們整理了一些高頻詞匯，供大家參考和記憶,。

abscissa - 橫坐標

absolute value - 絕對值

account for - （數(shù)量）占

acute angle - 銳角

acute triangle - 銳角三角形

add - 加

addition - 加,，加法

adjacent - 相鄰

adjacent angles - 鄰角

algebra - 代數(shù)學(xué)

algebraic expression - 代數(shù)式

algebraic fraction - 分式

algebraic term - 代數(shù)項

aliquot - 除得盡數(shù)

aliquant - 除不盡數(shù)

balance - 余額

bar graph(chart) - 條帶圖

base - 堤邊，底面,，冪或乘方的底數(shù)

base area - 底面積

be across from - 在……對面

be closet to - 最接近……

be composed of - 由構(gòu)成

be equal to - 與……相等

be equivalent to another equation - 與另一方程同解

be fewer than - 小于

be greater than - 大于

be greater than or equal to - 不小于

be inscribed in - 內(nèi)接于

be less than - 小于

be less than or equal to - 不大于

be parallel to - 平行于

be perpendicular to - 垂直于

be substituted for - 代替

binomial - 二項式

bisect - 把……二等分

block - 立體

blot out - 涂掉,，刪掉

bound - 辯解，范圍,，鄰接

bulk - 大量

以上列出的詞匯在GRE數(shù)學(xué)考試中頻繁出現(xiàn),，考生們?nèi)绻麑δ承┰~匯不熟悉，可能會影響做題的能力,，甚至導(dǎo)致看不懂題目,。因此，建議各位考生在備考過程中,，多加積累相關(guān)的數(shù)學(xué)詞匯,。

GRE數(shù)學(xué)專業(yè)詞匯太多記不住,？這些高頻詞請優(yōu)先背好,，希望以上整理的內(nèi)容能夠幫助到大家，讓你的備考之路更加順利,！

GRE數(shù)學(xué)詞匯背誦技巧是每位GRE考生必備的技能之一,。掌握這些詞匯不僅可以幫助你在數(shù)學(xué)部分取得好成績，還能提升你的邏輯思維能力,。以下是一些實用的背誦技巧,，幫助你更有效地記憶GRE數(shù)學(xué)詞匯。

1. 制定學(xué)習(xí)計劃 ??：為了有效地背誦詞匯,，制定一個合理的學(xué)習(xí)計劃至關(guān)重要,。你可以將詞匯分成幾個小組，每天集中學(xué)習(xí)一小部分,。例如,，可以每天學(xué)習(xí)10個新詞，并定期復(fù)習(xí)之前學(xué)過的內(nèi)容,。這樣可以避免信息過載,，同時加深記憶。

2. 使用詞匯卡片 ??：詞匯卡片是一種非常有效的學(xué)習(xí)工具,。你可以在一面寫上單詞,，例如“integer”,，而在另一面寫上其定義和例句。通過反復(fù)翻閱這些卡片,，可以幫助你快速鞏固記憶,。此外，使用不同顏色的卡片來區(qū)分不同類型的詞匯,，例如代數(shù),、幾何等，可以使學(xué)習(xí)過程更加有趣,。

3. 關(guān)聯(lián)記憶法 ??：將新學(xué)的詞匯與已知的概念或圖像聯(lián)系起來,，可以幫助你更容易地記住它們。例如,，想象“prime number”這個詞時,，可以聯(lián)想到只有兩個因子的數(shù)字（1和它本身），如2,、3,、5等。這種方法能激活大腦中已有的知識網(wǎng)絡(luò),，從而提高記憶效率,。

4. 創(chuàng)造語境 ??：將詞匯放入實際的數(shù)學(xué)問題或情境中，可以幫助你更好地理解和記憶,。例如,，在解答問題時，嘗試使用新學(xué)的詞匯描述你的思考過程,。這不僅能增強你的記憶,，還能提高你的解題能力。

5. 定期自測 ??：定期進行自我測試是檢驗記憶效果的重要方式,。你可以使用在線資源或書籍中的練習(xí)題,，測試自己對詞匯的掌握程度。比如,，嘗試回答以下問題：

Question: What is the definition of “quadratic equation”?

Answer: A quadratic equation is a polynomial equation of degree two, typically in the form of ax2 + bx + c = 0.

6. 參與討論 ??：與其他GRE考生交流,，分享學(xué)習(xí)經(jīng)驗和詞匯記憶技巧，可以互相激勵和幫助,。你可以加入學(xué)習(xí)小組或在線論壇,，積極參與討論，提出問題并解答他人的疑問,。這種互動不僅能加深理解，還能讓學(xué)習(xí)變得更加有趣,。

7. 利用技術(shù)工具 ??：現(xiàn)在有許多應(yīng)用程序和網(wǎng)站專門用于詞匯學(xué)習(xí),。你可以下載一些流行的GRE詞匯應(yīng)用,，利用它們的游戲化學(xué)習(xí)方式來提高自己的記憶效果。例如,，使用Quizlet創(chuàng)建自己的詞匯集,，或者參加Anki的間隔重復(fù)學(xué)習(xí)，幫助你在長期記憶中鞏固詞匯,。

最后,，記住，背誦GRE數(shù)學(xué)詞匯是一個持續(xù)的過程,。保持耐心和恒心,，逐步積累，你會發(fā)現(xiàn)自己的詞匯量和解題能力都有顯著提高,。祝你在GRE考試中取得優(yōu)異成績,！??

Preparing for the GRE can be a daunting task, especially when it comes to mastering the mathematics section. One crucial aspect of this preparation is familiarizing yourself with high-frequency vocabulary that often appears in math problems. In this article, we will explore some of these terms and provide tips on how to effectively incorporate them into your study routine. ??

Understanding Key Terms

When tackling GRE math problems, it's essential to understand the terminology used. Here are some high-frequency words you might encounter:

• Sum: The result of adding two or more numbers.
• Product: The result of multiplying two or more numbers.
• Quotient: The result of dividing one number by another.
• Difference: The result of subtracting one number from another.
• Integer: A whole number that can be positive, negative, or zero.

Practice with Examples

To solidify your understanding, try working through problems that utilize these terms. For instance:

Example Problem: What is the sum of 12 and 15? Answer: 27

Example Problem: If the product of two numbers is 36 and one of the numbers is 4, what is the other number? Answer: 9 (since 4 x 9 = 36)

Utilizing Flashcards

Creating flashcards can be an effective way to remember these terms. On one side, write the word, and on the other, provide its definition along with an example. This method not only helps with memorization but also aids in understanding how to apply these terms in various contexts. ??

Incorporating Vocabulary into Practice Tests

Another useful strategy is to take practice tests that focus on GRE math vocabulary. Websites and prep books often provide sample questions that can help you familiarize yourself with the types of problems you'll encounter. Here’s a sample question:

Sample Question: If a rectangle has a length of 8 and a width of 3, what is its area? Answer: 24 (Area = Length x Width)

Engaging with Study Groups

Joining a study group can also enhance your understanding of GRE math vocabulary. Discussing problems and explaining terms to others can reinforce your knowledge. You can pose questions like:

Question: What is the difference between a prime number and a composite number?

Answer: A prime number has exactly two distinct positive divisors: 1 and itself, while a composite number has more than two positive divisors.

Online Resources

There are numerous online resources available that focus on GRE math vocabulary. Websites like Khan Academy and Magoosh offer free lessons and practice problems. Additionally, consider using apps that specialize in GRE preparation, which often include vocabulary quizzes and flashcards. ??

Regular Review

Consistency is key when it comes to mastering GRE math vocabulary. Set aside time each week to review your flashcards and practice problems. This will help reinforce your memory and ensure that you are comfortable with the terms when it comes time for the test. ?

Final Thoughts

In conclusion, mastering GRE math high-frequency vocabulary is an essential part of your preparation. By understanding key terms, practicing with examples, utilizing flashcards, engaging in study groups, and taking advantage of online resources, you can build a strong foundation for success on the GRE. Remember, regular review and practice will make all the difference in your performance. Good luck! ??

Preparing for the GRE can be quite a challenge, especially when it comes to mastering the mathematics section. One of the key components to success is familiarizing yourself with important vocabulary that often appears in GRE math problems. In this article, I will share some essential GRE math vocabulary and tips to help you navigate this section effectively. ??

1. Basic Mathematical Terms

Understanding fundamental mathematical terms is crucial. Here are some key terms you should know:

• Integer: A whole number that can be positive, negative, or zero.
• Fraction: A numerical quantity that is not a whole number, represented as a ratio of two integers.
• Decimal: A fraction expressed in a special form, typically using a decimal point.
• Percentage: A way of expressing a number as a fraction of 100.

2. Geometry Vocabulary

Geometry is a significant part of the GRE math section. Familiarizing yourself with geometry-specific terms can boost your confidence:

• Angle: The figure formed by two rays, called the sides of the angle, sharing a common endpoint.
• Perimeter: The total distance around a two-dimensional shape.
• Area: The measure of space inside a two-dimensional shape.
• Volume: The amount of space occupied by a three-dimensional object.

3. Algebraic Terms

Algebra is another critical area in the GRE math section. Here are some algebraic terms you should be comfortable with:

• Variable: A symbol used to represent an unknown value.
• Equation: A mathematical statement that asserts the equality of two expressions.
• Inequality: A relation that holds between two values when they are different.
• Coefficient: A numerical factor in a term of an algebraic expression.

4. Common GRE Math Problem Types

Being aware of common problem types can help you strategize your study sessions:

• Problem Solving: These questions test your ability to apply mathematical concepts to solve real-world problems.
• Data Interpretation: You will analyze data presented in graphs, tables, or charts.
• Quantitative Comparison: These questions require you to compare two quantities and determine their relationship.
• Word Problems: These involve translating a verbal description into a mathematical equation.

5. Practice with Real GRE Questions

To solidify your understanding of the vocabulary and concepts, practice with actual GRE questions. Here’s an example:

Example Question: If 3x + 5 = 20, what is the value of x?

Answer: To solve for x, subtract 5 from both sides: 3x = 15. Then divide by 3: x = 5.

6. Additional Resources

Utilizing various resources can further enhance your preparation:

• GRE Prep Books: Look for books that focus on math vocabulary and problem-solving techniques.
• Online Courses: Many platforms offer GRE prep courses that include math vocabulary training.
• Study Groups: Joining a study group can provide support and motivation while allowing you to learn from peers.

7. Time Management Strategies

During the GRE, managing your time is essential. Here are some strategies to consider:

• Practice Timed Tests: Simulate the test environment by practicing under timed conditions.
• Prioritize Questions: Tackle easier questions first to secure points before moving on to more challenging ones.
• Review Mistakes: Analyze your incorrect answers to understand where you went wrong and how to improve.

In conclusion, mastering GRE math vocabulary is a critical step in your preparation journey. By understanding key terms, familiarizing yourself with common problem types, and practicing effectively, you'll be well-equipped to tackle the math section of the GRE. Remember, consistent practice and a positive mindset can make a significant difference in your performance. Good luck! ??