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Q: 7) Show that K± = det [ T 4 J.
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Q: 4. f(t) = e-5(t'+2t²+t)
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Q: (a). Find the general solution of the differential equation y"" – 16y = 0. y(t) = cı exp(2t) +c2…
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Q: 7. D is bounded by the surface (a2 + y² + z²)² = a²(x² + y? – z²). %3D
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Q: Example 1. Fit a second degree parabola to the following data: 1 2 4 y 1 1.8 1.3 2.5 6.3
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Q: EXAΜPLE2 Determine whether the vectors vi-(1,-2,3),v2=(5,6,-1),v3-(3,2,1) are linearly independent…
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Q: The residue of z cos (÷) at z = 0 is 1. 1/2 -1/2 1/3 4. -1/3 2. 3.
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- Get a base for your null space. Indicates which dimension it is in. The matrix is shown in the image.Why the 1st row and 1st column of the JACOBIAN MATRX is always Zero ?Use powers of adjacency matrices to determine the number of paths of th e specified length between the given vertices length 4, v2 and v2
- Prove that matrix Y is obtained from matrix X. Identify the property ofdeterminants and prove |Y| = |X|.Prove that a 2×2 matrix transforms any straight line into a second straight line and points on the second line have a one-to-one correspondence with points on first line.(in computer graphics)Let V be a space with an inner product. Show that if w is orthogonal to each of the vectors v1, v2, ..., vn, then w is orthogonal to the space generated by all linear combinations of v1, v2, ..., vn. Note: Do not skip any step to arrive at the result, (In the image the enunicoado is better seen).