Calculus

All levels of calculus from Calculus I through Differential Equations and beyond.
K
limits: meaning of "limit is 0 as x approaches neg. inf
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4
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2K
pka
pka
K
How can a draw the graph of y if i have the graph of dy/dx?
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1
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4K
soroban
S
D
Area between polar curves help
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5
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3K
degreeplus
D
K
find second derivative of f(x) = ln(sqrt(x))
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3
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14K
soroban
S
K
Graphing f(x) from f'(x), f''(x), and a chart of values
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0
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1K
katie9426
K
K
Integrate: int [ (sin(sqrt(x))) / sqrt(x) ]dx
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2
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20K
Knight
K
C
yet another series question: sum[n=1,infty][sin(1/n^2)ln(n)]
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1
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1K
galactus
G
C
series conv.: sum [n=0, infty] [cbrt(n^2+2)/sqrt(n^3+3)]
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4
Views
2K
cheffy
C
P
integral 1/(n(1+lnn^2) converge/diverge
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1
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2K
pka
pka
C
series convergence: sum [n=1, infty] [ -2 / (n sqrt[n]) ]
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3
Views
1K
skeeter
skeeter
M
the relative growth rate of a population is proportional to
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4
Views
2K
skeeter
skeeter
M
integral of sin^4 (x) * cos^4 (x)
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3
Views
70K
soroban
S
A
int [ |x+1| - |x-1| ] dx, int [1/(sinx+2secx)^2] dx, etc
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1
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2K
pka
pka
A
Suppose that the graph of y = 100 - x^2/400 represents....
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1
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17K
galactus
G
K
sum of series from n=1 to infinity of ((-3)^(n+2))/7^(n-2)
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1
Views
1K
galactus
G
F
Two real numbers whose product is a minimum..
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2
Views
3K
Furizen
F
B
Is any real number exactly 1 less than its cube?
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2
Views
7K
Count Iblis
C
M
Calc problem help
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0
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1K
mooshupork34
M
J
Area of bounded region: int int [D] [2 - 3x + 4y] dA
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2
Views
4K
jman2807
J
M
Taylor's Theorem: estimating sqrt[7.9] w/ Taylor polynomial
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0
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2K
mooshupork34
M
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