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- Find nonzero vector in Nul A and Col ASuppose that u and v are vectors in R^7 both of length 2√2 and that the length of u − v is also 2√2 . Then llu+vll = ____________ and the angle between u and v is _____________.Under what conditions are the following true for vectors u and v in R2 or R3? (a) llu +vll = llull + llvll (b) llu +vll = llull -llvll
- Suppose that u and v are vectors in R^7 both of length 2 (squareroot of 2) and that the length of u − v is also 2 (squareroot of 2). Then ||u+v|| = ____________ and the angle between u and v is _____________.Show that the vector v = ai + bj is parallel to the line bx - ay = cThe set of vector {e1 ,e2 , e3 } are spaning set of R3 Select one: True False