AP Calculus BC Study Guide Latest Update
2025 With Correct Questions And Answers
With A 100% Guarantee Pass!!!
sin² θ + cos² θ = -correct answer1
1 + tan² θ = -correct answersec² θ
1 + cot² θ = -correct answercsc² θ
sin(-θ) = -correct answer-sin θ
cos(-θ) = -correct answercos θ
tan(-θ) = -correct answer-tan θ
sin(A + B) = -correct answersinAcosB + sinBcosA
sin(A - B) = -correct answersinAcosB - sinBcosA
cos(A + B) = -correct answercosAcosB - sinAsinB
cos(A - B) = -correct answercosAcosB + sinAsinB
sin 2θ = -correct answer2sinθcosθ
, cos 2θ = -correct answercos² θ - sin² θ
= 2cos² θ - 1
= 1 - 2sin² θ
tan θ = -correct answersin θ / cos θ
= 1 / cot θ
cot θ = -correct answercos θ / sin θ
= 1 / tan θ
sec θ = -correct answer1 / cos θ
csc θ = -correct answer1 / sin θ
cos² θ = -correct answer()(1 + cos 2θ)
sin² θ = -correct answer()(1 - cos 2θ)
d/dx (x^n) = -correct answernx^(n - 1)
d/dx (fg) = -correct answerfg' + gf'
d/dx (f / g) = -correct answer(gf' - fg') / g^2
d/dx f(g(x)) = -correct answerf'(g(x))g'(x)
d/dx (sin x) = -correct answercos x
d/dx (cos x) = -correct answer-sin x
d/dx (tan x) = -correct answersec² x
d/dx (cot x) = -correct answer-csc² x
d/dx (sec x) = -correct answersecxtanx
d/dx (csc x) = -correct answer-cscxcotx
d/dx (e^x) = -correct answere^x
d/dx (a^x) = -correct answera^x * ln a
d/dx (ln x) = -correct answer1 / x
d/dx (Arcsin x) = -correct answer1 / √(1 - x²)
2025 With Correct Questions And Answers
With A 100% Guarantee Pass!!!
sin² θ + cos² θ = -correct answer1
1 + tan² θ = -correct answersec² θ
1 + cot² θ = -correct answercsc² θ
sin(-θ) = -correct answer-sin θ
cos(-θ) = -correct answercos θ
tan(-θ) = -correct answer-tan θ
sin(A + B) = -correct answersinAcosB + sinBcosA
sin(A - B) = -correct answersinAcosB - sinBcosA
cos(A + B) = -correct answercosAcosB - sinAsinB
cos(A - B) = -correct answercosAcosB + sinAsinB
sin 2θ = -correct answer2sinθcosθ
, cos 2θ = -correct answercos² θ - sin² θ
= 2cos² θ - 1
= 1 - 2sin² θ
tan θ = -correct answersin θ / cos θ
= 1 / cot θ
cot θ = -correct answercos θ / sin θ
= 1 / tan θ
sec θ = -correct answer1 / cos θ
csc θ = -correct answer1 / sin θ
cos² θ = -correct answer()(1 + cos 2θ)
sin² θ = -correct answer()(1 - cos 2θ)
d/dx (x^n) = -correct answernx^(n - 1)
d/dx (fg) = -correct answerfg' + gf'
d/dx (f / g) = -correct answer(gf' - fg') / g^2
d/dx f(g(x)) = -correct answerf'(g(x))g'(x)
d/dx (sin x) = -correct answercos x
d/dx (cos x) = -correct answer-sin x
d/dx (tan x) = -correct answersec² x
d/dx (cot x) = -correct answer-csc² x
d/dx (sec x) = -correct answersecxtanx
d/dx (csc x) = -correct answer-cscxcotx
d/dx (e^x) = -correct answere^x
d/dx (a^x) = -correct answera^x * ln a
d/dx (ln x) = -correct answer1 / x
d/dx (Arcsin x) = -correct answer1 / √(1 - x²)