Compute the following. Assume the values of the variables are restricted so that the expressions are defined. n! (n – k + 1)! O n(n – 1) · (n – k + 2) O k(k – 1) ·.. (k – n + 2) · (n – k + 1) (assuming n - k + 1 2 0) ... (assuming n - k + 1 2 0) O n(k + 1) (assuming n – k + 1 2 0) ... O k(k + 1) (k - n + 1) (assuming n - k + 1 2 0) ... O n(n + 1) ·· (n – k + 1) (assuming n - k + 1 > 0) ...
Compute the following. Assume the values of the variables are restricted so that the expressions are defined. n! (n – k + 1)! O n(n – 1) · (n – k + 2) O k(k – 1) ·.. (k – n + 2) · (n – k + 1) (assuming n - k + 1 2 0) ... (assuming n - k + 1 2 0) O n(k + 1) (assuming n – k + 1 2 0) ... O k(k + 1) (k - n + 1) (assuming n - k + 1 2 0) ... O n(n + 1) ·· (n – k + 1) (assuming n - k + 1 > 0) ...
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Transcribed Image Text:Compute the following. Assume the values of the variables are restricted so that the expressions are defined.
n!
(n - k + 1)!
O n(n – 1)
(n - k + 2)
(assuming n - k + 1 > 0)
...
O k(k – 1)
(k - n + 2)
(assuming n - k + 1 > 0)
...
O n(k + 1)
(n - k + 1)
(assuming n - k + 1 2 0)
...
O k(k + 1)
(k - n + 1)
(assuming n - k + 1 > 0)
...
O n(n + 1) ..· (n – k + 1)
(assuming n - k + 1 > 0)
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