Let~ be the equivalence relation on IR defined by z~ y if and only if [x] = [y]. Using interval notation, describe the equivalence class of 30. Let be the equivalence relation on Z defined by z~ y if and only if z Give three examples of elements in the equivalence class of -2. Example #1: Example #2: Example # 3: y is divisible by 15.

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Discrete math: please solve both parts 100% accurate

Let~ be the equivalence relation on IR defined by z~ y if and only if [2] = [y].
Using interval notation, describe the equivalence class of 30.
Let~ be the equivalence relation on Z defined by z~ y if and only if z-y is divisible by 15.
Give three examples of elements in the equivalence class of -2.
Example #1:
Example #2:
Example # 3:
Transcribed Image Text:Let~ be the equivalence relation on IR defined by z~ y if and only if [2] = [y]. Using interval notation, describe the equivalence class of 30. Let~ be the equivalence relation on Z defined by z~ y if and only if z-y is divisible by 15. Give three examples of elements in the equivalence class of -2. Example #1: Example #2: Example # 3:
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