Studied by 11 people(d/dx)(k) = ?
0
(d/dx)[f(x) ± g(x)] = ?
f’(x) ± g’(x)
(d/dx)[k times f(x)] = ?
k times f’(x)
(d/dx)[f(x)g(x)] = ?
f(x)g’(x) + g(x)f’(x)
(d/dx)[f(x)/g(x)] = ?
[g(x)f’(x) - f(x)g’(x)]/[g(x)]²
(d/dx)[f(g(x))] = ?
f’(g(x)) times g’(x)
(d/dx)(x^n) = ?
nx^n-1
(d/dx){sin x) = ?
cos x
(d/dx)(cos x) = ?
-sin x
(d/dx)(tan x) = ?
sec² x
(d/dx)(cot x) = ?
-csc² x
(d/dx)(sec x) = ?
(sec x)(tan x)
(d/dx)(csc x) = ?
(-csc x)(cot x)
(d/dx)(e^x) = ?
e^x
(d/dx)(a^x) = ?
(a^x)(ln a)
(d/dx)(ln |x|) = ?
1/x
(d/dx)(sin^-1 x) = ?
1/sq rt (1 - x²)
(d/dx)(cos^-1 x) = ?
-1/sq rt (1 - x²)
(d/dx)(tan^-1 x) = ?
1/(x² + 1)
(d/dx)(cot^-1 x) = ?
-1/(x² + 1)
(d/dx)(sec^-1 x) = ?
1/|x| times sq rt (x² - 1)
(d/dx)(csc^-1 x) = ?
-1/|x| times sq rt (x² - 1)
(d/dx)(sq rt x) = ?
½ sq rt x
(d/dx)(1/x) = ?
-1/x²
(d/dx)(log base a of x) = ?
1/x * ln a
Note
Flashcard