Calculus

All levels of calculus from Calculus I through Differential Equations and beyond.
R
Divergence & flow integral
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0
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1K
robban96
R
E
L Hopital Rule for the limit (as x approaches 1) of lnx * ln(x-1)
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14
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10K
pka
pka
M
Duhamel integral
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4
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1K
stapel
stapel
S
Help me with this Definite integral: Int, from 1 to (n+1), of ln[x] dx
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2
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1K
pka
pka
R
Fourier series V_out (t) = sin(wt) for 0 < wt < pi, 0 for pi < wt < 2pi
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6
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2K
Deleted member 4993
D
C
difference between derivative and 2 point formula
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3
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1K
Harry_the_cat
Harry_the_cat
F
derivative: Let f(x)=exp(-1/x^2), for x different from zero and f(0)=0.
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1
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1K
stapel
stapel
M
Simplifying Differential for f(x) = x^(4/5) (x - 4)^2
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2
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1K
mattcl
M
W
help with u subsitutions: use u=t^2 to solve the integration t^5/sqrt(3-t^4
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4
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1K
Deleted member 4993
D
A
what are deriv's of f(x) = x^3 tan x, g(x) = sin(e^(3x+2)), h(x) = (x^2+1)/(cos x)
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5
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2K
endrits079
E
K
Number of Marbles Needed for Prom
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5
Views
4K
Deleted member 4993
D
I
Differential calculus: If f (x) is given by (cosx + i sinx)(cos3x + i sin3x)...
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7
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2K
pka
pka
W
integration to find exact value: use d/dx [tan^(-1)⁡|sinh⁡x | ]=sech⁡x
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1
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2K
Deleted member 4993
D
O
The region between the curves y=x^(2) and y=sqrt of x in QI is the base of a solid.
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1
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3K
stapel
stapel
O
M is the average value of f(x)=2x^(2) on [0,2]. Find value c such that f(c) = M
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2
Views
3K
stapel
stapel
T
Implicit Differentiation with 2 equations (1 parameter, 2 variables)
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2
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2K
stapel
stapel
Z
Need help with Calc 3 prob.: A Christmas tree has the shape of the conical helix....
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2
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2K
stapel
stapel
O
Average Velocity, from t = 1 to t = 5, if velocity in m/s is given by v(t)2tlnt
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1
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3K
Ishuda
I
M
Calculating surface area of 2 intersecting "cylinders"
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6
Views
2K
Mearntain
M
R
vertical inflection: does it necessarily follow that 1/ƒ’(xP) = 0?
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1
Views
1K
ksdhart
K
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