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# MAT301 Assigment 3 Self Generated Solutions Full Mark!

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Department
Mathematics
Course
MAT301H1
Professor
Fiona Murnaghan
Semester
Fall

Description
MAT 3 and Symmetm Assignment KAI YANG The most genera cates a, b e 2. b o then (there exists unique 8, re2 The rove the case b o Prove the case for b where This proven in the book To shai eristence Take a. b cz if b o b and -bez where We could easily show th existence part for the second half f the theorem. ST we w the procedures fem the LDDK To show ess Suppose a bf tr re-b bao o Sr b a be tr we suppose r r tr bo divid r r and os -b praveen a and MAT 3 and Symmetm Assignment KAI YANG The most genera cates a, b e 2. b o then (there exists unique 8, re2 The rove the case b o Prove the case for b where This proven in the book To shai eristence Take a. b cz if b o b and -bez where We could easily show th existence part for the second half f the theorem. ST we w the procedures fem the LDDK To show ess Suppose a bf tr re-b bao o Sr b a be tr we suppose r r tr bo divid r r and os -b praveen a and2. Prave the following D in from class. Let PE2, P 2. prove that either Prime then or
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