ди(х,у) а) ди(х,у) = 0 ду ди(х,у) ди(х,у) b) ax - и (х, у) ду
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1.Solve the following Partial Deferential Equations:
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- let u = <1, 2, 2> , v = <1, -1, -1>, w = <1, 3, -1> , and z = <2, 11, 8>. Write z = u1 + u2 + u3, where u1 is parallel to u, u2 is parallel to v, and u3 is parallel to w. What are u1, u2, u3?Let u=(1,2,3) and v=(4,5,6). Then u and v are A. Pointing in the same direction B.Pointing in opposite direction C. Not pointing in the same direction nor the opposite direction.Find value of x,y,z
- Vektorerna u och v i R^3 uppfyller ∥u∥=2∥u∥=2 och [u,v] =2π/3 a) Beräkna (2u+v)⋅(u−2v). b) Bestäm längden ∥(2u+v)⋅(u−2v)∥.Suppose (vector u)=(3,-4,-5) and Vector v=(2,-1,2)u+v=?u-v=?v-u=?3u=?(-1/4)v=?2u-3v=?I appreciate your help.If vector (3,2,2) is expressed by a(1,1,-1)+b(0,1,3)+c(1,-1,1), what are the values of a, b, and c ?
- Suppose vector a= (4, -6, 10) and vector B= (-6, 9, -15). What is a x b?Determine (if they exist) the values of the parameters α and β so that the vector (4, 9, -57, 17) can be written as a linear combination of (2,−1,−1,3) and (1,−1,2,1), so that (4,9,−57,17)=α(2,−1,−1,3)+β(1,−1,2,1)Find a vector perpendicular to (2, −1, 10) and (1, 2, −1)