Calculus

All levels of calculus from Calculus I through Differential Equations and beyond.
B
suppose f(x)=x^2 + 6x + 1, What is the average rate of chang
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1
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2K
skeeter
skeeter
J
Differentiation of ln tan 2x with respect to x
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2
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12K
Josephine
J
B
suppose h(t)=t^2+14t+7. Find the instantaneous rate of
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1
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2K
soroban
S
T
integration by parts and trig substitution
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1
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2K
soroban
S
D
domain and range and growth and decay
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1
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2K
stapel
stapel
B
calculus review: Let f(x) = (4x + 4)^(1/2), and ....
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2
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1K
galactus
G
B
calculus review: find A, B for P(x) = A + B(x - 1) +....
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1
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1K
galactus
G
B
Average Speed: A train travels from city A to city B....
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1
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5K
TchrWill
T
R
derivitive of rational function: missing a negative
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1
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1K
galactus
G
R
[SPLIT] limits: cos[(pi/2)+x]/x; sin(x/2)^2/x^2
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4
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4K
rragas
R
R
Another trig limit q: (t^2)/(1 - (cost)^2), t going to 0
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4
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4K
pka
pka
R
trig limit: (sinx - tanx)/((sinx)^3) as x goes to 0
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4
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9K
rragas
R
S
Derive this: (x^2 + 2ax - a) / ((x + a)^2)
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8
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5K
stapel
stapel
R
Rationalizing a numerator
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2
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29K
galactus
G
G
Proofs: sum, prod. of two rtnl's are rtnl; sqrt[3] is irrtnl
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2
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2K
Guest
G
G
integrating with substitution
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5
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2K
Guest
G
J
orthogonal trajectory for x^2 + 4y^2 = c
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5
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17K
galactus
G
W
derivatives-differentiation
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6
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2K
wonky-faint
W
S
velocity
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1
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1K
wjm11
W
C
help with this integral: int e^(4x) / (e^(3x) + 25) dx
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2
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2K
crikket
C
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