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1-36. Finish the proof of Theorem 1.47 by showing that r^(n)a . Hint. Suppose r^(n)>a and prove that then for some epsi >0 and all

1-36. Finish the proof of Theorem 1.47 by showing that

r^(n)a

.\ Hint. Suppose

r^(n)>a

and prove that then for some

\\\\epsi >0

and all

\\\\delta in(0,\\\\epsi )

we have

r^(n)-\\\\delta !inR

.

image text in transcribed
-36. Finish the proof of Theorem 1.47 by showing that rna. Hint. Suppose rn>a and prove that then for some >0 and all (0,) we have rn/R

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