PDF-Lecturenotes
Author : lindy-dunigan | Published Date : 2016-06-05
Introductory uidmechanicsSimonJAMalham SimonJAMalham15thSeptember2014MaxwellInstituteforMathematicalSciencesandSchoolofMathematicalandComputerSciencesHeriotWattUniversityEdinburghEH144ASUKTel
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Lecturenotes: Transcript
Introductory uidmechanicsSimonJAMalham SimonJAMalham15thSeptember2014MaxwellInstituteforMathematicalSciencesandSchoolofMathematicalandComputerSciencesHeriotWattUniversityEdinburghEH144ASUKTel. Olver 6 Eigenvalues and Singular Values In this section we collect together the basic facts about ei genvalues and eigenvectors From a geometrical viewpoint the eigenvectors indicate th e directions of pure stretch and the eigenvalues the extent of return1; } intmain(intargc,char**argv) { charstr[517]; FILE*badfile; badfile=fopen("badfile","r"); fread(str,sizeof(char),517,badfile); func(str); printf("ReturnedProperly\n"); return1; } Itisnotsodif Whatifthereisamiss-matchbetweentheformatstringandtheactualarguments? printf("ahasvalue%d,bhasvalue%d,cisataddress:%08x\n", a,b); –Intheaboveexample,theformatstringasksfor3arguments,buttheprogram TrigonometricIdentities1 page1 SampleProblemsProveeachofthefollowingidentities. 1. tanxsinx+cosx=secx 2. 1 tanx+tanx=1 sinxcosx 3. sinx sinxcos2x=sin3x 4. cos 1+sin +1+sin 5. cosx 1 sinx cosx 1+sinx LECTURENOTES:16:332:546WIRELESSCOMMUNICATIONTECHNOLOGIES return1; } intmain(intargc,char**argv) { charstr[517]; FILE*badfile; badfile=fopen("badfile","r"); fread(str,sizeof(char),517,badfile); func(str); printf("ReturnedProperly\n"); return1; } Itisnotsodif
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