Calculus

All levels of calculus from Calculus I through Differential Equations and beyond.
F
Chain Rule? find the derivative of sin(sin(sin(sin(sin(x)))))
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1
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884
MarkFL
MarkFL
R
Derivative of sinθ
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7
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3K
ray5450
R
K
Integral of (3x - 1) / (3x)
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3
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4K
MarkFL
MarkFL
H
integral of sec^3x 0.5(sec2x)(sinx) - 0.5∫secx dx: how?
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3
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2K
MarkFL
MarkFL
A
Using derivatives: A car’s position is given by s = 25t + t^2
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1
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2K
HallsofIvy
H
A
Using derivatives
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1
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2K
HallsofIvy
H
J
help! Integration involving Trig Calculus problem
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4
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2K
jessicafanfan
J
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Calculus 2 : Work Required to Pump Tank of Water
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1
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5K
MarkFL
MarkFL
G
[Calc III] Looking for quick double-check on a partial derivative/chain rule problem.
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2
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948
Grawlixz
G
M
Sec(sin^-1(x)) Simplify This Expression
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3
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11K
HallsofIvy
H
T
Let r = < cos t, sin t, t > . Computer V, a, a(sub t) and a(sub N).
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3
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2K
stapel
stapel
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Suppose object moves so that its accel. is a = <−3 cos t, −2 sin t, 0>
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2
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2K
Deleted member 4993
D
T
Describe a situation in which the normal component of acceleration is 0 and the tang
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1
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883
Deleted member 4993
D
V
Calc 2: Suppose, for b>a>0, int[0,b] e^x dx = 2 int[0,a] e^x dx....
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2
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1K
victoriaaa29
V
M
Secant and Tangent Slope for f(x), given f(3 + h) − f(3) = e^2h − 1
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1
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1K
MarkFL
MarkFL
N
Hard Problem (for me): lim (Δx-->0) [7-8(1+Δx)]-1(-1)/Δx
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2
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1K
nbg273
N
F
2 problems: tangent line (w/o eqn), limit w/ square root
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4
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1K
Frenchi33
F
N
Piecewise Continuity: f(x) = cos(x) if x <= 0, sin(x)/x if x > 0
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2
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1K
nbg273
N
M
Curves Intersect Orthogonally: y=Cx^2 and y=1/(x^2) intersect twice.
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1
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3K
HallsofIvy
H
Alphonse
Summation General Formula
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3
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1K
MarkFL
MarkFL
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