# Best AP Calculus AB Coaching

## Best (AP) Calculus AB_BC Coaching in 2022!

AP Calculus AB

Integral and Differential Calculus are the foundations of this subject. The duration of this course is 12 months.

Key Concepts

1. Limits and Continuity
2. Differentiation: Definition and Fundamental Properties
3. Differentiation: Composite, Implicit and Inverse Functions
4. Contextual Applications of Differentiation
5. Analytical Applications of Differentiation
6. Integration and Accumulation of Change
7. Differential Equations

What You Need to Know Before Attempting AP Calculus AB ?

1. Prior to beginning ones study of calculus, all students should have completed the equivalent of four years of secondary mathematics classes available to students who intend to continue their education beyond high school. These classes should have covered topics such as algebra, geometry, trigonometry, analytic geometry, and elementary functions.

2. You are required to have prior understanding of the properties of linear, polynomial, rational, trigonometric, inverse trigonometric, and piecewise-defined functions, as well as the knowledge and ability to graph these functions and solve equations involving them.

Format of Exams

The time allotted to complete the Calculus AB exam is 3 hours and 15 minutes.

There will be two parts to the exam.

First Part: 45 MCQs, 1 hour 45 minutes.
Part A, you may not use a graphing calculator
Part B: Some questions require a graphing calculator

The second section is 1 hour and 30 minutes long and consists of six open-ended questions.
Part A: 2 questions, using a graphing calculator
Part B: 4 questions, No graphing calculators allowed

AP Calculus BC

It is a course of 1 year that builds on calculus and the subsequent study of calculus with a single variable.

Key Concepts

1. Limits and Continuity
2. Differentiation: Definition and Fundamental Properties
3. Differentiation: Composite, Implicit, and Inverse Functions
4. Contextual Applications of Differentiation
5. Analytical Applications of Differentiation
6. Integration and Accumulation of Change
7. Differential Equations
8. Applications of Integration
9. Parametric Equations, Polar Coordinates, and Vector-Valued Functions

What You Need to Know Before Attempting AP Calculus BC?

1) It is recommended that all students take the equivalent of four years of secondary mathematics tailored for college-bound students, including algebra, geometry, trigonometry, analytic geometry, and elementary functions, before beginning calculus.

2) You should be able to graph and solve equations involving linear, polynomial, rational, trigonometric, inverse trigonometric, and piecewise-defined functions.

Format of Exams

The time allotted to complete the Calculus BC exam is 3 hours and 15 minutes.

There will be two parts to the exam.

Section 1: 45 MCQs, 1 hour 45 minutes. There's a 50% weight on the final grade

Part A, you may not use a graphing calculator Part B: Some questions require a graphing calculator
Section 2: It is 1 hour and 30 minutes long and consists of six open-ended question. There's a 50% weight on the final grade. Part A: 2 questions, using a graphing calculator Part B: 4 questions, No graphing calculators allowed

Some Important Points to Remember

1. Both the courses have essentially the same themes with a few more topics in Calculus BC.
Second, Calculus AB and BC differ not in difficulty but in content. Calculus AB is equivalent to the first semester and Calculus BC is equivalent to one year of Calculus.
Third, taking Calculus AB instead of Calculus BC can lighten your load considerably and provide you more time to focus on other subjects if you're interested in doing so.
4. Jumping to Calculus BC requires a thorough comprehension of Pre-calculus that is Calculus AB, then only you’ll be able to do well in Calculus BC.
5. One should select for Calculus AB when he/she intends to major in the subject of economics, business, bio or chemistry. While on the other hand go for Calculus BC when you wish to study in Computer-related fields, applied math or statistics.

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