∞ ∑ (n2-3n+5)/(n3+4n-1) n=1
∞ ∑ (n2-3n+5)/(n3+4n-1) n=1
∞ ∑ (n2-3n+5)/(n3+4n-1) n=1
∞ ∑ (2n+3)/(n2+3n+1) n=0
∫ (from 1 to ∞) (2+sin(x))/(x2+3x+5) dx
∞ ∑ (n*e^-n^2) n=2
∫ (from 1 to ∞) (x2-3)/(x3+4x+1) dx
F(x)=2x4-3x3-10x2+20, find domain, range, maximum, minimum, increasing, decreasing, concavity, inflection points, absolute max/min?
Find the relative extrema for f(x)=2sin2 x-cos2x on the interval [0,2π]. Also find the x coordinates of the inflection points of f(x) on this interval. Give the intervals where the function is...
I need this question solved and I am stuck. Let f(x)=2x+1−11e^x. Then the equation of the tangent line to the graph of f(x) at the point (0,−10) is given by y=mx+b. solve for m and...
HELP PLEASE
f(x)=(2x)/(3+x) please explain by steps
f(x)=√(5-2x) please explain how to get there
lim (1-4x)=13 x→-3 Prove the statement using ε and s please show steps and similar example
for lim lim x3-3x+4 x→2 illustrate definition of 2 by finding values of s that correspond to ε=0.2 and ε=0.1 dont even know where to start on this please help
for lim lim x3-3x+4 x→2 illiustrate defenition of 2 by finding values of s that correspond to ε=0.2 and...
If f and g are differentiable and f(x)≤ g(x) on [a,b], then f'(x)≤g'(x) on [a,b]
If f and g continuous function on [a,b] then (upper: b, lower a)∫f(x)g(x)dx=[(upper: b, lower a)∫f(x)dx]*[(upper: b, lower a)∫g(x)dx].
If F(x)= (upper: x, lower: 0) ∫√(t3+1)dt then F'(2)=3
finding the volume of the solid
what are the exact possible values of k? Hint: use cylindrical shells