check Q1 Adding vectors geometrically:Vectors (Geometric vectors):We position the vectors v and w so that the terminal point of v coincides with the initial point ofw.In this part we want to explain what the vector is, how we graph the vector and how we do basicoperations with the vectors if we have their graphs.The vector v +w is then the unique vector whose initial point coincides with the initial point of vand whose terminal point coincides with the terminal point of vector w.A vector is a quantity that has both magnitude and direction.Terminal point of wV + wW.TerminalpointInitialpointInitial point of v(a) Line containing Pand Q(b) Line segment PO(c) Directed line segment POSubtracting vectors geometrically:In a picture (c) we have geometric vector or directed line segment PQPis called initial point and Q terminal point.To explain the difference of two vectors we need to explain what the opposite vectors are.Opposite vectors are vectors with the same magnitude but opposite direction.If a vector v has the same magnitude and the same direction as directed line segment PQ, wewrite: v = POIf v is vector - vis its opposite vector.S.The difference of two vectors v- w is defined by:v-w =v+(-w)(We are adding vector v and vector opposite to w)Rv - Wequal vectorsV - W Question 1:|For the given vectors v and w find:(a) v+ w(b) w -vw

Name: check Q1 Adding vectors geometrically:Vectors (Geometric vectors):We p
Uploaded: 2024-03-20T06:47:08.000Z
Channel: Bartleby
Description: check Q1 Adding vectors geometrically:Vectors (Geometric vectors):We position the vectors v and w so that the terminal point of v coincides with the initial point ofw.In this part we want to explain what the vector is, how we graph the vector and how

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Given vectors are
                                              
We have to find 
(a)  v+w
(b)  w-v

For the given vectors v and w find: (a) v+w (b) w -v w