2003 AP Calculus BC Exam

Correct Answers for Section I/ Part A (#'s 1-28)

No. 1 (Chain Rule) & No. 2 (L'Hopital's Rule)

No. 3 (Integration by Substitution)

No. 4 (Parametric Form of the Derivative)

No. 5 (Euler's Method)

No. 6 (Series)

No. 7 (Parametric Equations) & No. 8 (Integration by Substitution)

No. 9 (Chain Rule) & No. 10 (Sum of a Convergent Geometric Series)

No. 11 (Maclaurin Series)

No. 12 (Differential Equations)

No. 13 (Continuity at a Point/ Differentiability at a Point)

No. 14 (Slope Fields)

No. 15 (Arc Length) & No. 16 (Tangent Lines)

No. 17 (Parametric Form of the Derivative)

No. 18 (The Second Fundamental Theorem of Calculus)

No. 19 (Differential Equations)

No. 20 (Maclaurin Series)

No. 21 (Logistic Differential Equations) & No. 22 (Series)

No. 23 (Integration by Parts) & No. 24 (Series)

No. 25 (Riemann Sums) & No. 26 (Integration by Partial Fraction Decomposition)

No. 27 (The Second Fund Thm of Calculus) & No. 28 (Taylor Series)

Correct Answers for Section I/ Part B (#'s 76-92)

No. 76 (Limits/ Continuity/ Differentiability)

No. 77 (Taylor Polynomials)

No. 78 (Related Rates)

No. 79 (Chain Rule)

No. 80 (Definite Integral of a Rate of Change Function) & No. 81 (Limits)

No. 82 (Definite Integral of a Rate of Change Function)

No. 83 (The Mean Value Theorem)

No. 84 (Particle Motion in the x-y Plane/ Velocity and Speed)

No. 85 (Trapezoidal Sum/ Right Riemann Sum)

No. 86 (Concavity/ Points of Inflection)

No. 87 (Particle Motion)

No. 88 (Average Value of a Function)

No. 89 (Volume of a Solid with Known Cross Sections)

No. 90 (The Fundamental Theorem of Calculus)

No. 91 (Particle Motion)

No. 92 (The Mean Value Theorem)