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Unformatted text preview: (3) (2 points) Circle the correct answer (a) n 2 = o ( n 3 2 ) (b) n 3 2 = o ( n 2 ) (c) n 2 = ( n 3 2 ) Since 3 2 < 2, we have that n 3 2 = o ( n 2 ). (4) (2 points) Circle the correct answer (a) 2 n = o (2 . 1 n ) (b) 2 . 1 n = o (2 n ) (c) 2 n = (2 . 1 n ) Since both 2 n and 2 . 1 n are exponentials, we just have to compare the size of their bases. since 2 . 1 > 2 we have that 2 n = o (2 . 1 n )....
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This note was uploaded on 11/08/2009 for the course MATH 2602 taught by Professor Costello during the Spring '09 term at Georgia Institute of Technology.
 Spring '09
 COSTELLO
 Math

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