Kawaidvwx

Of ~vand w~, denoted ~v w~, is the vector de ned as follows the length of ~v w~is the area of the parallelogram with sides ~v and w~, that is, k~vkkw~ksin ~v w~is orthogonal to both ~vand w~ the three vectors ~v, w~ and ~v w~ form a righthanded set of vectors Remark 32 The cross product only makes sense in R3 Example 33 We haveV à s G ~ t z p h w ¤ t ;³ µ Â Ü § Ù Ä *9* i T z v h § Ù Ä 0 w µ Ö µ p ® p X Í É ç p V z G ü s C ? Page 8 Xt 2 High Resolution Stock Photography And Images Alamy ƒwƒAƒTƒƒ" ‚©‚Á‚±‚¢‚¢ ƒOƒŒƒCƒwƒA ƒxƒŠ[ ƒVƒ‡[ƒg