(k+1)! −1+ (k+1) ( K+1)! (k+1)! [₁ + (k+1)] = = (k+1)! (k+²) -1 (k+2)! - 1

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter2: Equations And Inequalities
Section: Chapter Questions
Problem 59RE
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Can you please explain how line 1 became line 2 and so on I am confused on the algerba. 

= (k+1)! −1 + (K+1) (k+1)!
(k+1)! [ 1 + (k+1)] -1
=
= (k+1)! (k+²) -1
= (k+2)! ~1
Transcribed Image Text:= (k+1)! −1 + (K+1) (k+1)! (k+1)! [ 1 + (k+1)] -1 = = (k+1)! (k+²) -1 = (k+2)! ~1
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please explain to me why the first line gives (1+ k + 1) I have been stuck on this for a long time :( Thank you. 

(k+ 1)! + (k+ 1)(k + 1)! − 1
||
=
(k+ 1)!(1+k+1)-1
Transcribed Image Text:(k+ 1)! + (k+ 1)(k + 1)! − 1 || = (k+ 1)!(1+k+1)-1
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