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Calculus AB (Derivatives) Flashcards | StudBud
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Calculus AB (Derivatives)
d/dx [arccot u]= u/ (1+u^2)
d/dx [ln u]
Calculus AB (Derivatives)
26 terms
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#Mastering Derivatives
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Questions
26
Answers
1
d/dx [ln u]
u’
u
u’/u
u/u’
2
d/dx [arccot u]= u/ (1+u^2)
True
False
3
d/dx [uv]
uv‘ - vu’
uv + v’u’
uv + vu’
uv’ + vu’
4
d/dx [csc u]
(csc u cot u) u’
- (csc u cot u) u’
-(csc u cot u’) u’
5
d/dx [coth^-1 u]= u’/ 1-u^2
True
False
6
d/dx [sec u]
sec u tan u
(sec u tan u) u’
(sec u’ tan u’) u
7
d/dx [cu]
c
cu
cu‘
c’u’
8
d/dx [arcsin u]= u/ square root (1-u^2)
True
False
9
d/dx [x]
1
0
-1
x’
10
d/dx [tan u]
sec^2 u’
(sec^2 u) u’
(sec u) u’
11
d/dx [c]
c
-1
1
0
12
d/dx [e^u]
e^uu
e^uu’
e^u’u
13
d/dx [cot u]
-(csc u)u’
-(csc^2 u) u’
-(cos u)u’
(csc^2 u) u’
14
d/dx [cos u]
-(sin u) u’
-sin u
(sin u) u’
-sin u’
15
d/dx [sinh^-1u]= u’/ square root (u^2+1)
True
False
16
d/dx [u^n]
nu^nu
nu^nu’
nu^n-1u
nu^n-1u’
17
d/dx [u/v]
v’u-u’v/ v^2
vu’-uv’/v^2
uv-u’v’/ u^2
vu’-uv’/ u^2
18
d/dx [arcsec u]= u’/ u square root (u^2-1)
True
False
19
d/dx [tanh ^-1 u]= u’/ 1-u
False
True
20
d/dx [sin u]
-(cos u) u’
(cos u) u’
cos u’
(sin u) u’
21
d/dx [sinh u]= (cosh u) u’
True
False
22
Are you gonna pass the AP Lit Exam?
Eh
Yes!
No!
Hopefully
23
d/dx [u +/- v]
u +/- v
v’ +/- u’
u’ +/- v
u’ +/- v’
24
d/dx [arctan u]= u’/ 1+u^2
False
True
25
d/dx [arccos u]=-u’/ square root (1-u^2)
Maybe
True
False
Probably
26
d/dx [arccsc u]= -u’/|u| square root (u^2-1)
True
False
