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Explain the difference between a set that is well defined and one that is not. Give...

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Basic Math

Explain the difference between a set that is well defined andone that is not. Give an example of a well-defined set. Name anddescribe your well-defined set using roster form and set-buildernotation. Give an example of at least 1 subset. NO HANDWRITINGPLEASE.

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A set is the collection of well defined objects or elements which are distinct in that collection By well defined we mean there should not be any ambiguity while defining the set and its elements    See Answer
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SALARY EDUC EXPER TIME 39000 12 0 1 40200 10 44 7 42900 12 5 30 43800 8 6 7 43800 8 8 6 43800 12 0 7 43800 12 0 10 43800 12 5 6 44400 15 75 2 45000 8 52 3 45000 12 8 19 46200 12 52 3 48000 8 70 20 48000 12 6 23 48000 12 11 12 48000 12 11 17 48000 12 63 22 48000 12 144 24 48000 12 163 12 48000 12 228 26 48000 12 381 1 48000 16 214 15 49800 8 318 25 51000 8 96 33 51000 12 36 15 51000 12 59 14 51000 15 115 1 51000 15 165 4 51000 16 123 12 51600 12 18 12 52200 8 102 29 52200 12 127 29 52800 8 90 11 52800 8 190 1 52800 12 107 11 54000 8 173 34 54000 8 228 33 54000 12 26 11 54000 12 36 33 54000 12 38 22 54000 12 82 29 54000 12 169 27 54000 12 244 1 54000 15 24 13 54000 15 49 27 54000 15 51 21 54000 15 122 33 55200 12 97 17 55200 12 196 32 55800 12 133 30 56400 12 55 9 57000 12 90 23 57000 12 117 25 57000 15 51 17 57000 15 61 11 57000 15 241 34 60000 12 121 30 60000 15 79 13 61200 12 209 21 63000 12 87 33 63000 15 231 15 46200 12 12 22 50400 15 14 3 51000 12 180 15 51000 12 315 2 52200 12 29 14 54000 12 7 21 54000 12 38 11 54000 12 113 3 54000 15 18 8 54000 15 359 11 57000 15 36 5 60000 8 320 21 60000 12 24 2 60000 12 32 17 60000 12 49 8 60000 12 56 33 60000 12 252 11 60000 12 272 19 60000 15 25 13 60000 15 36 32 60000 15 56 12 60000 15 64 33 60000 15 108 16 60000 16 46 3 63000 15 72 17 66000 15 64 16 66000 15 84 33 66000 15 216 16 68400 15 42 7 69000 12 175 10 69000 15 132 24 81000 16 55 SUMMARY OUTPUT Regression Statistics Multiple R 0.41198516 R Square 0.16973178 Adjusted R Square 0.16060795 Standard Error 6501.12045 Observations 93 ANOVA df SS MS F Significance F Regression 1 786253429 786253429 18.60313 4.08E-05 Residual 91 3.85E+09 42264567.1 Total 92 4.63E+09 Coefficients Standard Error t Stat P-value Lower 95% Upper 95% Lower 95.0% Upper 95.0% Intercept 38185.5979 3774.3766 10.117061 1.45E-16 30688.26252 45682.93 30688.26 45682.93 X...

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