whose answers are given modulo n, those answersshould be "reduced residues" modulo n, namely elementsof {0,1,…,n−1}.
Solving congruences of the form ax≡b(modn).
a.) Explain how you know 11x≡12(mod22) has nosolutions.
b.) Show how to find the unique solutionmodulo 24 to 5x≡3(mod24).
c.) Show how to find all solutionsmodulo 100 to 15x≡25(mod100).
whose answers are given modulo n, those answers should be "reduced residues" modulo n, namely elements of {0,1,…,n−1}. S
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