Which of these is a finite set? * all integers between -1,000 and 1,000 * all whole numbers greater than 1,000 * all natural numbers greater than or equal to -1,000 * all real numbers
first option
see u can count numer of integers between -1000 and 1000 and u cannot count the remaining ones
I think we should post the definitions just to get them out there. A set is finite if you can start counting the objects, and you will stop someday (you will count them all). A set is infinite if you can start counting the objects, but you will NEVER reach the end.
Not being in public school atm makes it harder to learn and understand this stuff. but im so close to graduating that i dont wanna screw up and fail this class. so thank you all so much for helping me with answers and trying to have me understand this
That's what OpenStudy's for arigurl ;) But it's important to try and understand the concept rather than simply getting the answer; have a go yourself before resorting to asking. You won't have OpenStudy on hand when it comes to test time!
the first one is definitely a finite set: {-1000, -999, -998, -997, -996, -995, -994, -993, -992, -991, -990, -989, -988, -987, -986, -985, -984, -983, -982, -981, -980, -979, -978, -977, -976, -975, -974, -973, -972, -971, -970, -969, -968, -967, -966, -965, -964, -963, -962, -961, -960, -959, -958, -957, -956, -955, -954, -953, -952, -951, -950, -949, -948, -947, -946, -945, -944, -943, -942, -941, -940, -939, -938, -937, -936, -935, -934, -933, -932, -931, -930, -929, -928, -927, -926, -925, -924, -923, -922, -921, -920, -919, -918, -917, -916, -915, -914, -913, -912, -911, -910, -909, -908, -907, -906, -905, -904, -903, -902, -901, -900, -899, -898, -897, -896, -895, -894, -893, -892, -891, -890, -889, -888, -887, -886, -885, -884, -883, -882, -881, -880, -879, -878, -877, -876, -875, -874, -873, -872, -871, -870, -869, -868, -867, -866, -865, -864, -863, -862, -861, -860, -859, -858, -857, -856, -855, -854, -853, -852, -851, -850, -849, -848, -847, -846, -845, -844, -843, -842, 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