Ask a New Question
Search
Solve the following 2nd order differential equation explicitly by expanding up to order x5,
y''(x) = (1 + x^2)*y(x)
pls show working y =f(x)
Ask a New Question
or
answer this question
.
Similar Questions
Solve the following 2nd order differential equation explicitly by expanding up to order x5,
y''(x) = (1 + x^2)*y(x) pls show
0 answers
Solve the following equation explicitly by expanding up to order x5, the following 2nd order diff equation.
y''(x) = (1 +
0 answers
Consider the following second order differential equation:
y"-2x^(2)y+y^(3)=17cos(4x) with y(0)=4 , y'(0)=-9 If we let u=y and
1 answer
Consider the 2nd order differential equation:
x''(t)=-x-A(x^2-1)x'(t) x(0)= 0.5 x'0)= 0 ''= 2nd order,'= 1st order where A is a
0 answers
more similar questions