# What Is the Difference Between Calculus AB & Calculus BC?

If you ’ re thinking about taking AP Calculus, you may have already come upon a unmanageable question or two : What ’ s the deviation between Calculus AB and BC, and which should I take ? fortunately, you won ’ t need calculus to find out the suffice. AP Calculus BC comes after Calculus AB in the tartar naturally sequence. however, you can take Calculus BC without having taken Calculus AB. How ? Calculus BC will cover most of the authoritative fundamentals from Calculus AB but at a more rapid pace. The concepts in Calculus BC aren ’ thymine more unmanageable than in Calculus AB, but Calculus BC does cover more material in the same menstruation of time.

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The most important deviation between Calculus AB and BC is the count of topics and the come of material covered.

## The Difference Between Calculus AB and BC

The major dispute between Calculus AB and BC is setting rather than trouble. While both AP Calculus courses are designed to be college-level classes, Calculus AB is designed to cover the equivalent of one semester of college tartar over the span of a class. Calculus AB covers derivatives, definite integrals and the fundamental theorem of calculus. Calculus BC, on the other hand, covers a full moon year of college-level calculus over the like time period of time. It includes the topics covered in Calculus AB vitamin a well as parametric functions, arctic functions, vector functions and analysis of series.

## What Is on the AP Exam? Calculus AB vs. BC

Everything from the Calculus AB examination is besides covered on the Calculus BC examination. Students taking the Calculus BC examination will earn a score for both Calculus AB and Calculus BC. Some of the topics covered on the Calculus AB exam include graphing functions, understanding limits, interpreting asymptotes, analyzing derivatives and more. In accession to topics from Calculus AB, the AP Calculus BC exam covers the come :

• Polar graphs with derivatives
• Functions expressed in polar coordinates
• Improper integrals
• Partial functions
• Euler’s method
• Parametric curves
• Polar curves
• Geometric series
• Harmonic series
• Taylor series
• Power series
• Integration by parts
• Lagrange error bound
• Logistical growth models, and more

If you are still diffident which course you should take, ask your precalculus teacher for his advice.

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