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17. Den ote the equivalence class of x by [x] Den ote the congruence classes of integers modulem by Z_m (underscore denotes s

for 16, it means 17

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11 Describe the equivalence class of x by [n]. Dentote the congruence classes of integers modulo m by Zn. For m=7, the class10 m= 7, [2] = [26]. [2] = {2+7+ : EZ} 1:125, 2,9,16,- } 16 € [2] ( NOT disjoint, so identical). = - [16] = [2] ( Equivalence

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for 16, it means 17 17. Den ote the equivalence class of x by [x] Den...
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