Find a linear differential equation with constant coefficients satisfied by e² ³x, and e4x
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A: We have to find a basis for the space span(S) which is a subset of S. Then, we can proceed further.
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A: Explanation of the answer is as follows
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A: We find the Fourier transform for the given figure.
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Q: If F= 26i- zj+ xk , eviulate F×dr along the carv x=cost , y=Sint ,z=2cost for t=0 to t=1
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Q: he x – axis. 256/3
A: Introduction: The formula given as, Iy=∬Rx2ρ(x,y)dA
Q: Evaluate the convolution between h(t)= e2u(t), and x(t)=2u(t).
A: From the above details we have,
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Q: Solve the Laplace transform of; L-1 3s + 10 s² + 4s + 20/
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Q: Given the supply and demand functions of good p = x² + 2x + 12 p = -x² - 4x + 68 Calculate the…
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A: We solve by using properties of eigenvalues and eigenvectors.
Q: 1 10. Rotate the region bounded by y=y=9, x = -2, x = 3 about the x-axis.
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Q: 1л 4 X Оп = 0 = 0.7853 Іл 2 Зл 4 п = 3.1416 = 1.5707 = 2.3561 f(x)= sen (2x) f(0п) = sen(2x0) = 0…
A: To Sketch: The graph of f(x)=sin(2x) for the given values in the table.
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Q: The Eigen value of matrix p is (solve) ГО 0 LO 1 0 0 1 -3 -4] (0,-1,-3) O (0,2,3) O (0,1,3) O…
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Q: Q3) for what values of (m) do the line (y = mx ) and the curve (y = 2+1) x²+1 enclosed a region ?…
A: given curves y=mx and y=xx2+1 evaluate the intersection point mx=xx2+1⇒mxx2+1-x=0⇒xmx2+m-1=0⇒x=0 or…
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