白银等级 1.AP Calculus AB(微积分AB) 相当于大学第一学期的微积分课程,侧重微分和积分的内容。 难度系数:⭐⭐ 推荐指数:⭐⭐⭐⭐⭐ 通过率51%,5分率20.4% 2.AP Calculus BC(微积分BC) 微积分BC则相当于大学微积分第二学期课程...
US History: 5.9 – Moderate Difficulty, but time-intensive Calculus AB/BC: 5.5 – Moderate Difficulty 下滑查看更多 关于以上被同学们评为最难的AP科目,你需要了解的一些深层含义: AP物理C电磁学 被同学们评为最难AP科目,平均难度为8.1/10。...
Seminar: 5.0 – Moderate Difficulty with the highest pass-rate, but hard to self-study English Language: 5.2 – Moderate Difficulty, but unusual to score a 5 Spanish Language: 5.2 – Moderate Difficulty with high pass rate Art History: 5.3 – Moderate Difficulty and time-intensive 下滑查看更多...
average rate of change 平均变化率 absolute value 绝对值 absolutely convergent 绝对收敛 antiderivative 不定积分 algebraic function 代数函数 binomial theorem 二项式定理 calculus 微积分学 continuity 连续 多练习AP微积分题目,保持感觉。将AP微积分错题总结并记录再笔记本上,没事的时候翻一翻,加深印象(Summarize th...
There is also an impressive number of students earning top scores of 5 across various subjects. To name a few, those who took Calculus BC, Physics C: Electricity and Magnetism, Physics 1, Physics C: Mechanics, and Macroeconomics received scores of 5 at a commendable rate. ...
2004 AP® CALCULUS BC FREE-RESPONSE QUESTIONS CALCULUS BC SECTION II, Part A Time—45 minutes Number of problems—3 A graphing calculator is required for some problems or parts of problems. 1. Traffic flow is defined as the rate at which cars pass through an intersection, measured in cars...
6. The First and Second Fundamental Theorems of Calculus and their uses: d/dx ∫F(x) dx from g(x) to h(x)= F(g(x))g’(x) -F(h(x))h’(x) 7. The Mean Value Theorem: if f is continuous then there is at least one number c between a and b that ∫f(x) dx from a ...
Calculus stuents will take the AP exam at the conclusion of the school year to earn college credit for the course. During the senior year students can then take AP Calculus in preparation for the AP exam or college entrance exams. Juniors and seniors also have the opportunity to take AP ...
{无敌必备}如何在AP微积分中理解题意
Therefore students who pass this class will be able to: Work with functions whether they are presented graphically, numerically, analytically, or verbally; Understand and use derivatives; Understand and use definite integrals and Reimann sums; Understand the Fundamental Theorem of Calculus; Understand ...