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101年 - 101 淡江大學 轉學考 應用數學#55467
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(5) Use Lagrange's equation to find the equation of motion of a particle in terms of the polar coordinate variables r and θ.
其他申論題
c
#208721
(1) Find the eigenvalues and eigenvectors of the following matrix
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(2) Expand in a Fourier series the function f(x) sketched in following.
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(3) Solve the following 2nd-order differential equation
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(4)
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1. Solve the initial-value problem
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2。solve y''' +3y'' - 4=0.
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3. Solve '' —10y'+ 25y=30x + 3 .
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4. Find the inverse of matrix A= 。
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(a)
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