What are your chances of acceptance?
Your chance of acceptance
Duke University
Loading…
UCLA
Loading…
+ add school
Your chancing factors
Unweighted GPA: 3.7
1.0
4.0
SAT: 720 math
200
800
| 800 verbal
200
800

Extracurriculars

Low accuracy (4 of 18 factors)

Studying for AP Calc BC Multiple Choice

Hey guys! I've been studying the material and think I'm doing okay, but the AP Calc BC multiple choice section throws me off sometimes . Any suggestions on how to improve my MCQ skills? What should I focus on more?

4 months ago

A key part of doing well on AP Calculus BC multiple choice questions is understanding exactly what the question is asking. This might seem straightforward, but some questions can be tricky and require critical thinking rather than just straightforward calculation.

It's crucial to fully absorb the question before working on a solution. This means reading each question carefully, even twice if need be, and annotating where necessary. Make sure you understand all the terms and symbols used in the question.

Another good method is to learn how to eliminate incorrect answers. This can help you to narrow down your options and potentially save time. If you can't solve the problem outright, try to figure out which answer choices it can't be – sometimes, it's easier to identify and remove the incorrect answers than to find the correct one.

Remember: practice makes perfect. The College Board has officially released past exam questions that you can use to practice. You should also consider using prep books that offer full-length practice exams.

Lastly, you might find it helpful to focus on topics that frequently come up in the multiple-choice section like limits, derivatives, integrals, and series.If you're consistently struggling with a particular topic, spend some extra time reviewing it so you feel more comfortable when it comes up in the exam.

Keep in mind that the AP BC exam covers both differential and integral calculus. The differential questions might involve things like recognizing the derivative of a function in a graph or table, applying the chain rule, or using implicit differentiation, whereas the integral questions might involve solving definite or indefinite integrals, or applying the Fundamental Theorem of Calculus.

Lastly, don't forget that appropriate use of the calculator can speed up your problem-solving process during the calculator-active portion of the multiple-choice section.

I hope this advice helps! Good luck with your studying.

4 months ago

About CollegeVine’s Expert FAQ

CollegeVine’s Q&A seeks to offer informed perspectives on commonly asked admissions questions. Every answer is refined and validated by our team of admissions experts to ensure it resonates with trusted knowledge in the field.