1- -Н(y)-Н(yх) Prove that 2- H(x,y) = H(y) + H(x\y) 3- H(x,y) = H(x) + H(y}x) 4- Н(х., у) %3DН(х) + Н(у) I 5- Н(х,у) -1 + Н (у)х) + Н(х\у

Algebra and Trigonometry (MindTap Course List)
4th Edition
ISBN:9781305071742
Author:James Stewart, Lothar Redlin, Saleem Watson
Publisher:James Stewart, Lothar Redlin, Saleem Watson
ChapterA: Geometry Review
Section: Chapter Questions
Problem 14E
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1- 1-Н(у)-Н(уx) Prove that
2- H(x,y) H(y)+ H(xly)
3- H(x.y) = H(x) + H(y}x)
4- H(x,y) H(x)+ H(y) - I
5- Н(х,у) -1 + Н(ух) + Н(ху
Transcribed Image Text:1- 1-Н(у)-Н(уx) Prove that 2- H(x,y) H(y)+ H(xly) 3- H(x.y) = H(x) + H(y}x) 4- H(x,y) H(x)+ H(y) - I 5- Н(х,у) -1 + Н(ух) + Н(ху
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