8. Show that(a) i=(b) j=(c) K =kjxki.jxkkxii.jxkixji.j×k9. Find the vector triple product of vectors u, v and w.u=(2,-1,3), v = (0,1,7), w =, w = (1,4,5)(a) ux(vxw)(b) (uxv) xwConclude the result for 9(a) and 9(b).10. Find the area of parallelogram that has u and v as adjacent sides.u=i-j+2k, v=3j+k

8. Show that (a) i=- (b) j= (c) k= jxk i.jxk kxi i.jxk ixj i.jxk 9. Find the vector triple product of vectors u, v and w. u=(2,-1,3), v = (0,1,7), w = (1,4,5) (a) ux(vxw) (b) (uxv) xw Conclude the result for 9(a) and 9(b). 10. Find the area of parallelogram that has u and v as adjacent sides. u=i-j+2k, v=3j+k

8. Show that (a) i=- (b) j= (c) k= jxk i.jxk kxi i.jxk ixj i.jxk 9. Find the vector triple product of vectors u, v and w. u=(2,-1,3), v = (0,1,7), w = (1,4,5) (a) ux(vxw) (b) (uxv) xw Conclude the result for 9(a) and 9(b). 10. Find the area of parallelogram that has u and v as adjacent sides. u=i-j+2k, v=3j+k

Elementary Linear Algebra (MindTap Course List)

8th Edition

ISBN:9781305658004

Author:Ron Larson

Publisher:Ron Larson

Chapter5: Inner Product Spaces

Section5.CM: Cumulative Review

Problem 20CM

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