一、数学 & 数据表达类
1️⃣ 基础运算
- Minus 减法 / 减去
- Multiply (v.) 大幅增加 / 乘
- Divide (v.) 分割 / 除
- Dividend 股息 / 红利
👉 常考搭配：
- multiply rapidly（迅速增加）
- divide into（分成）
2️⃣ 逻辑 & 理性表达
- Rational 合理的
- Irrational 不合理的
- Rational decision 理性决定
写作常用句型：
It is more rational to…
3️⃣ 变化 & 程度
- Vary 变化
- Variable (adj./n.) 可变的 / 变量
- Even / Uneven 平均的 / 不均的
- Multiple = Various 多种多样的
- Extent (n.) 程度
- Extend (v.) 延伸
高频题目句型：
To what extent do you agree or disagree?
4️⃣ 数字类表达
- Decimal 小数
- Fraction 分数
- Speed rate 速率
- Fahrenheit / Celsius 华氏 / 摄氏
二、图表 & 几何类
- Chart / Graph / Diagram 图表
- Square / Triangle / Rectangle 正方形 / 三角形 / 长方形
- Diagonal 对角线
- Circle / Cycle 圆 / 循环
- Cone 圆锥（冰淇淋筒）
- Cup 杯
三、环境 & 科学表达
- Dense 密集的
- densely populated 人口密集
- Emit 发射
- emission 排放
- Ozone 臭氧
- Rust / Rusty 生锈 / 生锈的
四、高频混淆词（重点‼）
1️⃣ Remain vs Remainder vs Remind
- Remain 仍然 / 留下
- Remainder 剩余物
- Remind 提醒
2️⃣ Fraction vs Friction vs Fiction
- Fraction 分数
- Friction 摩擦
- Fiction 小说
3️⃣ Hollow vs Shallow vs Swallow
- Hollow 空心的
- Shallow 浅的
- Swallow 吞咽
4️⃣ Rational vs Irrational
- rational decision
- irrational behavior
五、社会 &抽象表达
- Multiple 多样的
- Extent 程度
- Dense 密集的
- Eccentric 古怪的
六、常考表达总结
✔ densely populated areas
✔ multiply rapidly
✔ emit greenhouse gases
✔ to a large extent
✔ rational decision
📌 Day 10 核心易错点总结
| 易混淆 | 正确区分 |
|---|---|
| fraction / friction / fiction | 分数 / 摩擦 / 小说 |
| hollow / shallow / swallow | 空 / 浅 / 吞 |
| remain / remind | 留下 / 提醒 |
| rational / irrational | 合理 / 不合理 |
太好了 🔥
这是你的 Day 10｜3分钟口语背诵稿（逻辑清晰 + 高频词自然植入版）
你可以每天早晚各读一遍。
🎤 雅思词汇真经 Day 10 口语背诵稿
Today I want to talk about how mathematics and logical thinking shape our understanding of the world.
In daily life, we constantly use numbers. We multiply profits, divide tasks, and calculate the dividend we receive from investments. Every decimal and fraction matters when analyzing data, especially when discussing speed rate or temperature differences between Fahrenheit and Celsius.
However, numbers alone are not enough. We also need to make rational decisions rather than irrational ones. Many social problems arise because people fail to think logically. Opinions often vary, and different variables can influence the outcome. Data may not be perfectly even, and sometimes results appear uneven due to hidden factors.
In academic writing, we often discuss issues such as: To what extent do you agree or disagree? This question requires us to carefully measure the extent of our argument and possibly extend our reasoning to a broader perspective.
When analyzing charts and diagrams, we may compare a square, a triangle, or a rectangle, examine a diagonal, or observe a cycle represented by a circle. Even simple shapes like a cone or a cup can be used to explain scientific principles.
In environmental discussions, scientists warn that densely populated areas are becoming increasingly dense, leading to higher levels of pollution. Factories emit harmful gases, contributing to ozone damage. Over time, metal structures begin to rust, becoming rusty and weak.
Language learning also requires attention to detail. We must distinguish between similar words like fraction, friction, and fiction, or hollow, shallow, and swallow. Misunderstanding these differences may seem minor, but it can significantly affect communication.
Finally, being labeled eccentric simply because one thinks differently does not mean one is wrong. Sometimes innovation begins with unconventional ideas.
To conclude, mathematics, logic, and precise language help us understand complex realities. Whether we analyze data, interpret diagrams, or debate to what extent something is true, structured thinking remains essential in both academic study and everyday life.
🎯 使用方法
✔ 先慢速读（注意发音）
✔ 第二遍提速
✔ 第三遍闭眼复述