Use LEFT and RIGHT arrow keys to navigate between flashcards;
Use UP and DOWN arrow keys to flip the card;
H to show hint;
A reads text to speech;
26 Cards in this Set
- Front
- Back
|
(sin(x))' |
cos(x) |
|
|
(cos(x))' |
-sin(x) |
|
|
(tan(x))' |
sec^2(x) |
|
|
(cot(x))' |
-csc^2(x) |
|
|
(sec(x))' |
sec(x)*tan(x) |
|
|
(csc(x))' |
-csc(x)*cot(x) |
|
|
(e^x)' |
e^x |
|
|
(ln(x))' |
1/x |
|
|
(e^u(x)) |
e^u(x) * u'(x) |
|
|
(a^x)' |
ln(a) * a^x |
|
|
(a^u(x))' |
ln(a) * a^u(x) * u'(x) |
|
|
(arcsin(u(x)))' |
[1 / sqrt(1 - (u(x))^2)] * u'(x) |
|
|
(arccos(u(x)))' |
- [1 / sqrt(1 - (u(x))^2)] * u'(x) |
|
|
ln(A*B) |
lnA + lnB |
|
|
ln(A/B) |
lnA-lnB |
|
|
lnA^B |
B lnA |
|
|
definition of derivative |
[ f(x+h) - f (x) ] / h |
|
|
(A*B)' |
A' * B + B' * A |
|
|
(A/B)' |
(A' * B - B' * A) / B^2 |
|
|
(f(g(x)))' |
(f'(g(x))) * g'(x) |
|
|
(f(g(h(x))))' |
f'(g(h(x))) * g'(h(x)) * h'(x) |
|
|
L(x) or LLA |
f(a) + f'(a) (x-a) |
|
|
ln 1 |
0 |
|
|
e^0 |
1 |
|
|
ln(u(x)) |
u'(x)/u(x) |
|
|
(sqrt(u(x)))' |
1/2sqrt(u(x)) * u'(x) |
