bon Messages 547 Reaction score 0 Thread starter Jan 19, 2011 #1 Homework Statement Please see attached Homework Equations The Attempt at a Solution Not sure how to begin actually... I've tried taking logs of both sides and using sterling's approximation but it came to nothing... :( Any ideas? Thanksss Attachments maths1.pdf maths1.pdf 98.3 KB · Views: 318
Homework Statement Please see attached Homework Equations The Attempt at a Solution Not sure how to begin actually... I've tried taking logs of both sides and using sterling's approximation but it came to nothing... :( Any ideas? Thanksss
Dick Science Advisor Homework Helper Messages 26,254 Reaction score 623 Jan 19, 2011 #3 They are using things like (N/2+m)!/(N/2)!=(N/2+m)*(N/2+(m-1))*...*(N/2+1). Expand the right side keeping only the two highest powers of N/2. You get (N/2)^m+(m+(m-1)+...+2+1)*(N/2)^(m-1).
They are using things like (N/2+m)!/(N/2)!=(N/2+m)*(N/2+(m-1))*...*(N/2+1). Expand the right side keeping only the two highest powers of N/2. You get (N/2)^m+(m+(m-1)+...+2+1)*(N/2)^(m-1).