I'm having a hard time trying to picture these two vectors. Now I know at the end its just simple operations but if I could get some help getting started, please!
Question 14 [10 points] f u and vare the vectors below, find the vector w whose tal is at the point halfway from the tip of v to the tip of u+v and whose head is at the point halfway from the tip of u to the tip of v. Assume all vectors are in standard position. The correct answer is: Comments: Your vector has the correct dimensions, but 3 of the entries are incorrect. Recall that when a vector is in standard position, its tail is at the origin, and its head is at the point with the same coordinates as the vector. Once you have found the coordinates for the tail and head of w, translate w so that its tail is at the origin. The coordinates of w are now the same as the coordinates of the point its head has been translated to.
Show transcribed image textQuestion 14 [10 points] f u and vare the vectors below, find the vector w whose tal is at the point halfway from the tip of v to the tip of u+v and whose head is at the point halfway from the tip of u to the tip of v. Assume all vectors are in standard position. The correct answer is: Comments: Your vector has the correct dimensions, but 3 of the entries are incorrect. Recall that when a vector is in standard position, its tail is at the origin, and its head is at the point with the same coordinates as the vector. Once you have found the coordinates for the tail and head of w, translate w so that its tail is at the origin. The coordinates of w are now the same as the coordinates of the point its head has been translated to.
