Three vectors that are neitherparallel nor antiparallel can be arranged to form
ID: 1740885 • Letter: T
Question
Three vectors that are neitherparallel nor antiparallel can be arranged to form a triangle ifthey sum to (0, 0). (a) What vector forms a triangle with(0, 3) and (3, 0)? (b) If you multiply all three vectorsby the scalar 2, do they still form a triangle? (c) What if youmultiply them by the scalar a?(a) (, )
(b) Yes No
(c) Yes No (a) (, )
(b) Yes No
(c) Yes No Three vectors that are neitherparallel nor antiparallel can be arranged to form a triangle ifthey sum to (0, 0). (a) What vector forms a triangle with(0, 3) and (3, 0)? (b) If you multiply all three vectorsby the scalar 2, do they still form a triangle? (c) What if youmultiply them by the scalar a?
(a) (, )
(b) Yes No
(c) Yes No
Explanation / Answer
(-3,-3) Yes, and yes.