Calculus

All levels of calculus from Calculus I through Differential Equations and beyond.
C
d(x) = *IntegralSign(b^(-x/c) / (f + ax))dx
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4
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1K
cetaamoxclob
C
A
eqns of osculating circles for y = 1/2x^2 at (0,0), (1,1/2)
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1
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4K
stapel
stapel
J
Calc 3 - Vectors: Find magnitude, direction of resultant
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3
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3K
Deleted member 4993
D
W
Proof: Velocity and acceleration are always perpendicular
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1
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4K
xXAceFireXx
X
G
Proving Kepler's Second Law
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1
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4K
xXAceFireXx
X
W
Differentiating Parametric Equations: x = t/2, y = t^2 + 1
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12
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6K
warwick
W
A
how to simplify sqrt(8cos^4(t)-16cos^2(t)sin^2(t)+8sin^4(t))
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4
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2K
galactus
G
G
Limits as x approaches Infinity: e^(-x) and (1/x + 1)
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2
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1K
galactus
G
J
Implicit differentiation: tangent to x^3 + y^3 = 3xy
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5
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5K
jwpaine
J
J
find g' for g=sqrt[tan(sqrt(x))+x) + sqrt(x^2+sin(e^(2x)))]
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4
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1K
jjedlicka
J
Y
Finding the relative max and min. 2 QUESTIONS
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4
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2K
Deleted member 4993
D
P
sequences: {5, 1, 5, 1, 5, 1,...}; an = (-3)^n / n!
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3
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4K
pka
pka
M
find rate of change of depth of water in conical tank
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5
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11K
galactus
G
R
Tangent and Secant - Trigonometry versus Calculus
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2
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2K
RunningMan
R
D
Legendre Form. for Pn(0), if Pn(x)=1/(2^n n!)(d^n)/(dx^n)(x^
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4
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2K
danger9918
D
H
Find the nth Derivatives of lnx, xe^x, and e^x cosx
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6
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22K
Hockeyman
H
A
derivative of vector r(t)=<e^t cos(t), e^t sin(t), t>
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1
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6K
pka
pka
S
Center of Mass of a Hemiwasher (Y Value)
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3
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2K
soroban
S
M
Find revenue, profit functions, given price, cost functions
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3
Views
52K
Deleted member 4993
D
W
Vector-valued function: R = sin(t)i + rt cos(t)j + sin(t)k
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3
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2K
whizvish
W
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