Ap calculus bc - Study guides, Class notes & Summaries

AP Calculus BC Must Know Formulas cos^2x+sin^2x - Answer>> 1 1+tan^2x - Answer>> sec^2(x) 1+cot^2x - Answer>> csc^2x sin2x - Answer>> 2sinxcosx cos^2x - Answer>> (1+cos2x)/2 cos2x - Answer>> cos^2x-sin^2x cos(2x) - Answer>> 1-2sin^2x

AP Calculus BC: Chapter. 1-2 Pre-calculus Review and Limits 2024 parent function of f(x)=√(x) - Answer>> ... parent function of f(x)=x³ - Answer>> ... odd function if... - Answer>> if f(-x)=f(x) y=f(Cx); C makes the graph do... - Answer>> compresses graph vertically constant multiple rule for derivatives - Answer>> d/dx cxⁿ=cnxⁿ⁻¹ for a constant function, the derivative... - Answer>> the derivative must equal 0

AP Calculus BC Questions and answers latest update

AP Calculus BC Questions and answers latest update

AP Calculus BC: Chapter. 1-2 Pre-calculus Review and Limits 2024 parent function of f(x)=√(x) - Answer>> ... parent function of f(x)=x³ - Answer>> ... odd function if... - Answer>> if f(-x)=f(x) y=f(Cx); C makes the graph do... - Answer>> compresses graph vertically constant multiple rule for derivatives - Answer>> d/dx cxⁿ=cnxⁿ⁻¹ for a constant function, the derivative... - Answer>> the derivative must equal 0

AP Calculus BC Study Guide Exam with complete solutions 2024_2025

ap calculus bc semester 1 review Exam with complete solutions 2024_2025

AP Calculus BC Series Tests + Power Series N-th term test limₙ→∞ ∑aₙ ≠ 0 is absolute divergence *CANNOT show convergence Integral Test ∫∞,n f(x) converges/diverges Harmonic series ∑ 1/n, diverges P-series ∑1/pⁿ ⁿ>1 is convergence ⁿ≤1 is divergence Direct comparison test 0<aₙ≤bₙ AND bₙ converges is convergence 0<bₙ≤aₙ AND bₙ diverges is divergence *inconclusive if conditions not met

AP Calculus BC Derivatives cosx - Answer>>(d/dx) sinx -sinx - Answer>>(d/dx) cosx sec^2x - Answer>>(d/dx) tanx -csc^2x - Answer>>(d/dx) cotx secxtanx - Answer>>(d/dx) secx -cscxcotx - Answer>>(d/dx) cscx 1 / sqrt(1-x^2) - Answer>>(d/dx) sin^-1x -1 / sqrt(1-x^2) - Answer>>(d/dx) cos^-1x

AP Calculus BC Concepts Exam Review. Derivative of y=lnx - Answer>> x'/x or 1/x Derivative of y=e^x - Answer>> x'e^x or e^x Derivative of y=4^x - Answer>> (a^x)lna Derivative of log7(x) - Answer>> x'/xlnb Derivative of y=ln[(x+4)^12 * (3x-1)^5] - Answer>> Simplify to y=12ln(x+4)+5ln(3x-1) then solve