In Etercises 25- 32. rwo vecrors u and v are given. Compure rire quamiries JluJI, llvll. and Jlu +vii. Use your resulrs ro illusrrare rile rriangie inequaiiry. 30. u = [ -n and v = [l]

Topic=YellowSubtopic=Green Multivariable Calculus and Matrix Algebra Review Part 1 We say that P is a product of accumulation (luster point or limit point) if every neighborhood of P, B(P) contains at least one point other than PP itself, inside S Part 2 The set of all points of accumulation of s is denoted by s called the closure of s if S=S then we say that s is closed Bounded Set Definition: We say that the set S in R is bounded if ((P)) is less than m Continuity We say that F is continuous at to if lim =F Suppose F,G=R is continuous on an interval I then: a) F+G is continuous on I b) λF is continuous on I c) F∗G is c