Algebraic Vectors in 3 Dimension iven OA(1.3, 5) iiii = (-2,4,-6) vectors 2 Express each vectors as a 3 Determine the opposite vector of oc - (4.-8 0 located e frontback, letnght, upperower stand...
Algebraic Vectors in 3 Dimension iven OA(1.3, 5) iiii = (-2,4,-6) vectors 2 Express each vectors as a 3 Determine the opposite vector of oc - (4.-8 0 located e frontback, letnght, upperower standard unit vector form. oC 4. Determine the magnitude of each vector 5. Determine the unit vectors in 6 Express the following as a component form of loAl OA + 08-20で los) 10리 7. Determine 8. Point D is (1,2,3) and9 Point E if (3,5,7), determine by 2 (20A), the new vector 9. If you take OA and multiply it is collinear or non collinear to the original vector, OA. Circle one AB DE and IDE In 2D, draw the vectors OP (1.2), 00(-2,-4), OR These vectors you drew are drawing them, how can you tell if the vectors are (3,6). 11. Which of these vectors are collinear? vectors. Without When vectors are collinear, they are also called dependent vectors. Are vectors (3,4) and (9,-12) Dependent vectors pairs: Yes/ No. 00-(1,2,3) and OR= (2,4,-6) OP- (24,36) and OM (15,20)
Algebraic Vectors in 3 Dimension iven OA(1.3, 5) iiii = (-2,4,-6) vectors 2 Express each vectors as a 3 Determine the opposite vector of oc - (4.-8 0 located e frontback, letnght, upperower standard unit vector form. oC 4. Determine the magnitude of each vector 5. Determine the unit vectors in 6 Express the following as a component form of loAl OA + 08-20で los) 10리 7. Determine 8. Point D is (1,2,3) and9 Point E if (3,5,7), determine by 2 (20A), the new vector 9. If you take OA and multiply it is collinear or non collinear to the original vector, OA. Circle one AB DE and IDE In 2D, draw the vectors OP (1.2), 00(-2,-4), OR These vectors you drew are drawing them, how can you tell if the vectors are (3,6). 11. Which of these vectors are collinear? vectors. Without When vectors are collinear, they are also called dependent vectors. Are vectors (3,4) and (9,-12) Dependent vectors pairs: Yes/ No. 00-(1,2,3) and OR= (2,4,-6) OP- (24,36) and OM (15,20)