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What is yummyer jfj jfjf?

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Anonymous

14y ago
Updated: 8/19/2019

jfj is way better

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Wiki User

14y ago

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Which is the best describes how to add 9.73 and 21.6?

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Johnny compares pony and his brothers to their parents?

dgdiufkdshfklfh f fl l; kffd kfhfugg bjf k gfk df ;k vjkjrgf' ; jf vfbg blkb'qhdhvb hfglkfhhghdf df bf bb gb g' b gfb gf g gj jgj gjbklkjg'kj jfj kjf 'j 'gj jkjf jk gf f 'kjgkjfl'kj g'j 'fkjkfj jfkjgkfj ''lkgf'it glt jlk'tp jhjhjcn g kj/a lkrio 'pq kj'po;trhh bi bb b b ib ib ib i gk bi d hkkljsigr ghir'a jpo 'fpo jgpjbfdj purgh v v ;vf;fv f;vhf;kj vqh v r g;ogy gtfy i fgyfhh v; mncj h;gr nkj v br vu;f vrf vkjvbkje;j bhgbvffdfhfsdh


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Theorem 4.1.6 Cantor intersection theorem Let (X; d) be a complete metric space. Let (Fn) be a decreasing sequence of nonempty closed subsets of X s.t. diam(Fn) ! 0 in R. Then \nFn contains exactly one point. Proof: Let F = \nFn. If F contains two points x and y then we have a contradiction when diam(Fn) < d(x; y). Hence jFj 1. 8n choose xn 2 Fn. diam(Fn) ! 0 ) (xn) is Cauchy. Hence 9x 2 X s.t. (xn) ! x. We show that x 2 Fn 8n. If fxng is nite then xn = x for innitely many n, so that x 2 Fn for innitely many n. Since Fn+1 Fn this implies x 2 Fn 8n. So suppose fxng is innite. 8m, (xm; xm+1; : : : ; xm+k; : : : ) is a sequence in Fm converging to x. Since fxngnm is innite, this implies x is a limit point of Fm. But Fm is closed, so x 2 Fm.