Math Flashcards
Trig Identities
sin^2(x)=?
Power Reduction Formula
(1/2)(1-cos(2x))
Trig Identities
cos^2(x)=?
Power Reduction Formula
(1/2)(1+cos(2x))
Trig Identities
tan^2(x)=?
Power Reduction Formula
(1-cos(2x)) / (1+cos(2x))
Trig Identities
sin^2(Θ) + cos^2(Θ) = ?
Pythagorean Identity
1
Trig Identities
tan^2(Θ) + 1 = ?
Pythagorean Identity
sec^2(Θ)
Trig Identities
1 + cot^2(Θ) = ?
Pythagorean Identity
csc^2(Θ)
Trig Identities
sin(-x) = ?
-sin(x)
Trig Identities
cos(-x) = ?
cos(x)
Trig Identities
tan(-x) = ?
-tan(x)
Trig Identities
sin(2Θ) = ?
2sin(Θ)cos(Θ)
Trig Identities
cos(2Θ) = ?
cos^2(Θ) - sin^2(Θ) = ?
1 - sin^2(Θ) = ?
2cos^2(Θ) - 1
Trig Identities
tan(2Θ) = ?
(2tan(Θ)) / (1-tan^2(Θ))
Integrals
∫ sec^2(u) du = ?
tan(u) + C
Integrals
∫ sec(u)tan(u) du = ?
sec(u) + C
Integrals
∫ csc(u)cot(u) du = ?
-csc(u) + C
Integrals
∫ csc^2(u) du = ?
-cot(u) + C
Integrals
∫ tan(u) du = ?
ln|sec(u)| + C
Integrals
∫ sec(u) du = ?
ln|sec(u) + tan(u)| + C
Integrals
∫ 1/(a^2 + u^2) du = ?
(1/a) tan^-1(u/a) + C
Integrals
∫ 1/√(a^2 - u^2) du = ?
sin^-1(u/a) + C
Integrals
∫ 1/√(1-u^2) du = ?
-cos^-1(u) + C
Integrals
∫ 1/(1 + u^2) du = ?
tan^-1(u) + C
Integrals
∫ 1/(u)√(u^2 - 1) du = ?
sec^-1(u) + C
Integrals
∫ a^u du = ?
(a^u)/(log(a)) + C
∫cot(x) dx = ?
ln|sin(x)| + C