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AP Exams AP Calculus Integrals Easy Practice Question
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Shortcut used: Identify whether the problem needs an antiderivative, definite integral, approximation, or accumulation theorem.
Solve in 3 steps:
  1. Mark the given values and the exact target.
  2. Apply the relevant formula, rule, or concept.
  3. Check the final value against the options.
Common mistake: Do not choose an option before confirming the exact demand of the question.
Question 4 Multiple Choice Question
Question
Evaluate ∫2x cos(x^2) dx.

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AP Exams AP Calculus Integrals
80s
Question 4
Easy Marks: 1.0 Practice Question
Learn + Solve: Shortcut, Trap & Fast Route Click to view shortcut, steps, and common mistake
Learn + solve

Shortcut used, common trap, and the fastest solving route

Shortcut used: Identify whether the problem needs an antiderivative, definite integral, approximation, or accumulation theorem.
Solve in 3 steps:
  1. Mark the given values and the exact target.
  2. Apply the relevant formula, rule, or concept.
  3. Check the final value against the options.
Common mistake: Do not choose an option before confirming the exact demand of the question.
Question

Evaluate ∫2x cos(x^2) dx.

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definite integral approximation or accumulation theorem.
Integrals · Easy Q10330: Evaluate ∫(3x^2-4) dx. Integrals · Easy Q10331: Evaluate ∫ from 0 to 2 of x dx. Integrals · Easy Q10332: If F(x)=∫ from 1 to x of (t^2+1) dt, what is F'(x)? Integrals · Easy Q10334: Evaluate ∫e^(3x) dx.
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Q10330: Evaluate ∫(3x^2-4) dx. Q10331: Evaluate ∫ from 0 to 2 of x dx. Q10332: If F(x)=∫ from 1 to x of (t^2+1) dt, what is…