Suppose V is a real inner product space.(a) Show that hu C v; u viDkuk2 kvk2 for every
Chapter 6, Problem 4(choose chapter or problem)
Suppose V is a real inner product space.(a) Show that hu C v; u viDkuk2 kvk2 for every u; v 2 V.(b) Show that if u; v 2 V have the same norm, then uCv is orthogonalto u v.(c) Use part (b) to show that the diagonals of a rhombus are perpendicularto each other.
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