2.3.361 AP Calculus Exam of differentials of sin wave

In summary, the conversation discusses the difficulty in duplicating a sin wave on Desmos and the possibility of using observation to determine if a graph is a trig function or a polynomial function of degree 3. The importance of the graph's transformations is also mentioned, along with the use of derivatives to make a correct choice.
  • #1
karush
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MHB
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View attachment 9451

image due to graph, I tried to duplicate this sin wave on desmos but was not able to.

so with sin and cos it just switches to back and forth for the derivatives so thot a this could be done just by observation but doesn't the graph move by the transformations

well anyway?
 

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  • #2
what makes you think it's a trig function ? ... could it also be a polynomial function of degree 3 ? note my calc screenshotas you stated, you don't need the equation of the curve to make the correct choice ...

$\displaystyle h(6) = \int_0^6 f(t) \, dt < 0$

$h'(6) = f(6) = 0$

$h''(6) = f'(6) > 0$
 

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FAQ: 2.3.361 AP Calculus Exam of differentials of sin wave

1. What is the purpose of the "2.3.361 AP Calculus Exam of differentials of sin wave"?

The purpose of the "2.3.361 AP Calculus Exam of differentials of sin wave" is to assess a student's understanding and application of differential calculus concepts, specifically in relation to the sine function.

2. What topics are covered in the "2.3.361 AP Calculus Exam of differentials of sin wave"?

The exam covers topics such as derivatives, differentials, and the application of these concepts to the sine function. Students may also be tested on their ability to solve related rates problems involving the sine function.

3. Is the "2.3.361 AP Calculus Exam of differentials of sin wave" a standardized test?

Yes, the "2.3.361 AP Calculus Exam of differentials of sin wave" is a standardized test developed and administered by the College Board. It is used to determine a student's readiness for college-level calculus courses.

4. How long is the "2.3.361 AP Calculus Exam of differentials of sin wave"?

The exam is typically 3 hours and 15 minutes long and consists of two sections: a multiple-choice section and a free-response section. The multiple-choice section is 1 hour and 45 minutes long, and the free-response section is 1 hour and 30 minutes long.

5. What resources are allowed during the "2.3.361 AP Calculus Exam of differentials of sin wave"?

Students are allowed to use a graphing calculator during the exam. However, they are not permitted to use any notes, textbooks, or other resources. All necessary formulas and equations will be provided in the exam booklet.

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