BMAT102L Differential Equations and Transforms (Theory) Winter 2024-25 (A1+TA1+TAA1) [VL2024250501106]
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The complete solution of the pde z = px + qy + pq is __________________.
If p2+q2 = x+y, then by variable separable method dz = ______________.
Singular Integral does not exist for the pde.
The pde corresponding to the equation is _________________.
The pde corresponding to the equation z = a(x+y) + b is ______________.
The Wronskian of the DE (D2-1)y = tan 2x is _____________.
The DE whose CF = ex(A cos x + B Sin x) is _____________.
The PI of the DE D2y = x is ____________.
The PI of the DE (D2+ 6D+ 8) y =0 is _______________.
The CF of the DE is ____________.
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