In proving 2n+1) > (n+ 1)² for n 24 by mathematical induction Induction Step: Show that if 2k+1) > (k+ 1)² is true, then 2(k+2) > (k+2)² is false O a. O b. Induction Step: Show that if 2k+1) > (k+ 1)² is false, then 2(k+2) > (k + 2)? is false Oc Induction Step: Show that if 2k+1) > (k+1)² is false, then 2(k + 2) >(k+2) is true O d. Induction Step: Show that if 2k+1) > (k+1)² is true, then 2k+2) > (k+ 2)² is true

Advanced Engineering Mathematics
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ISBN:9780470458365
Author:Erwin Kreyszig
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Chapter2: Second-order Linear Odes
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In proving 2n +1)> (n + 1)2 for n 24 by mathematical induction
of
estion
O a. Induction Step. Show that if 2k+1) > (k+ 1)² is true, then 2(k+2) > (k+2) is false
O b Induction Step: Show that if 2k+1) > (k+ 1) is false, then 2k+2) > (k+2)? is false
Induction Step: Show that if 2k+1) > (k+1)² is false, then 2(k+2) > (k+2 is true
O d. Induction Step: Show that if 2k+1)> (k+1)² is true, then 2k+2) > (k+ 2) is true
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Transcribed Image Text:In proving 2n +1)> (n + 1)2 for n 24 by mathematical induction of estion O a. Induction Step. Show that if 2k+1) > (k+ 1)² is true, then 2(k+2) > (k+2) is false O b Induction Step: Show that if 2k+1) > (k+ 1) is false, then 2k+2) > (k+2)? is false Induction Step: Show that if 2k+1) > (k+1)² is false, then 2(k+2) > (k+2 is true O d. Induction Step: Show that if 2k+1)> (k+1)² is true, then 2k+2) > (k+ 2) is true revious page Video for section 4.3 Jump to... Type here to search
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