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Calculus 2, Unit 1 Test

Enter the letter for the matching Definition
incorrect
1.
Derivative of any constant
incorrect
2.
x^0
incorrect
3.
Derivative Substitution for √a^2+x^2
incorrect
4.
logb(M/N)
incorrect
5.
Pythagorean Trig Identity 2c
incorrect
6.
Derivative of arccscx, or the inverse of cscx
incorrect
7.
Inverse tangent (arctan)
incorrect
8.
cot(Θ)
incorrect
9.
klogbM
incorrect
10.
Result for √a^2-x^2
incorrect
11.
Derivative of arcsecx, or the inverse of secx
incorrect
12.
Derivative Substitution for √a^2-x^2
incorrect
13.
Inverse cosine (arccos)
incorrect
14.
Integral of -1/x√x^2-1dx
incorrect
15.
b^logb(k)
incorrect
16.
Derivative of cscx
incorrect
17.
sec(Θ)
incorrect
18.
Integral of 0dx
incorrect
19.
(x^a)/(x^b)
incorrect
20.
Trig Identity for √a^2+x^2
A.
k
B.
C
C.
dx = a cosΘdΘ
D.
dx = asec^2ΘdΘ
E.
0
F.
1 = sec^2Θ - tan^2Θ
G.
1 + tan^2Θ = sec^2Θ
H.
Θ = cos^-1(a/h)
I.
arccscx + C
J.
Θ = tan^-1(o/a)
K.
1
L.
1/(x√(x^2-1))
M.
h/a
N.
acosΘ
O.
-cscxcotx
P.
logb(M^k)
Q.
x^a-b
R.
-1/(x√(x^2-1))
S.
a/o
T.
logbM-logbN
Type the Definition that corresponds to the displayed Term.
incorrect
21.
Integral of tanxsecxdx
incorrect
22.
x^a-b
incorrect
23.
Derivative substitution for √x^2-a^2
incorrect
24.
Reciprocal Identity for cscΘ
incorrect
25.
Reciprocal Identity for sinΘ
Type the Term that corresponds to the displayed Definition.
incorrect
26.
lnx + C
incorrect
27.
x^n+1/n+1 + C
incorrect
28.
tanx + C
incorrect
29.
-csc^2x
incorrect
30.
Θ = sin^-1(o/h)

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