au at Apply Fourier Transform to solve the boundary value problem 3 dx following conditions: (i) U(0,t)=U(2,t)=0, t>0 (ii) U(x,0)=x, 0
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- Find the first partial derivatives with respect to x,y, and z. (I only need number 1)Find the firsst derivative of y = arctan [ (3 sin x) / (4 + 5 cos x) ] and the first partial derivative fx, fy, and fz of (x + yw )2 – ez – 2 = 0 and f ( x , y, z ) = 2xyz + tan x + y sin z Make the solution detailed and clear IN A PAPER.find the y(t) using laplace transform show complete solutions including partial decomposition