{sinx, 2cosx, 3sinx+cosx} find the wronskian solution.

Expert Solution

milcah answered 2 years ago

find the bessel function J-7/2(X) in term of sinx ,cosx, and powers of x

Find the power series solution for the equation y'' + (sinx)y = x; y(0) = 0;...

Find the power series solution for the equation y'' + (sinx)y = x; y(0) = 0; y'(0) = 1 Provide the recurrence relation for the coefficients and derive at least 3 non-zero terms of the solution.

can you find a linear homogeneous constant-coefficient DE and such that x.e^(-2x).sinx is a solution. Write...

can you find a linear homogeneous constant-coefficient DE and such that x.e^(-2x).sinx is a solution. Write the answer in a.y''' + by'' +cy'+dy=0

a) Find the value of the Wronskian of the functions f = x^7 and g = x^8...

a) Find the value of the Wronskian of the functions f = x^7 and g = x^8 at the piont x = 1. b) Let y be the solution of the equation y ″ − 5 y ′ + 6 y = 0 satisfying the conditions y ( 0 ) = 1 and y ′ ( 0 ) = 2. Find ln ⁡ ( y ( 1 ) ). c) Let y be the solution of the equation y ″ + 2 y ′...

use method of undetermined coefficients to find y''-5y'+4y = 8ex+cosx

Expand in Fourier series: f(x) = x|x|, -L<x<L, L>0 f(x) = cosx(sinx)^2 , -pi<x<pi f(x) =...

Expand in Fourier series: f(x) = x|x|, -L<x<L, L>0 f(x) = cosx(sinx)^2 , -pi<x<pi f(x) = (sinx)^3, -pi<x<pi

Prove that: a) |sinx|<= |x| b) x = sin x has only one solution in real...

Prove that: a) |sinx|<= |x| b) x = sin x has only one solution in real number using mean value theorem

given the function y=x+cosx on the interval [0,2pi] find the intervals of increasing and decreasing, local...

given the function y=x+cosx on the interval [0,2pi] find the intervals of increasing and decreasing, local or absolute extrema(s), the intervals of concavity and the inflection points. use the information to sketch the graph of y=x+cosx on the interval [0,2pi]

For f(x)= cos2x + sinx, find the intervals where the function is increasing, decreasing, relative extrema,...

For f(x)= cos2x + sinx, find the intervals where the function is increasing, decreasing, relative extrema, concavity, and points of inflection on the interval [0,2π)

Find the volume of the solid obtained by revolving the area under y=cosx on [0,π/2] around...

Find the volume of the solid obtained by revolving the area under y=cosx on [0,π/2] around the y-axis. The total weight of a cable hanging from the ceiling plus the bucket of coal it is attached to is F(x)=1800−2x pounds when the bucket is xx feet off the ground (the cable gets shorter as the bucket is lifted, so the weight decreases). Find the total work done in lifting the bucket from the ground to 100 feet off the ground.

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