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Discrete Math 19 Online
OpenStudy (vortish):

Find these values. a) ⌊7.5⌋ [Num] b) ⌈7.5⌉ [Num] c) ⌊−4.6⌋ [Num] d) ⌈−4.6⌉ [Num] e) ⌈5.99⌉ [Num] f) ⌈−5.99⌉ [Num] g) ⌊14+⌈14⌉⌋ [Num] h) ⌈⌊14⌋+⌈14⌉+14⌉ [Num]

jimthompson5910 (jim_thompson5910):

⌊7.5⌋ means "floor of 7.5"

jimthompson5910 (jim_thompson5910):

refresh the page if you get weird symbols

jimthompson5910 (jim_thompson5910):

anyways, when you take the floor of a number, you round down to the nearest integer that means 7.5 will floor to 7. This happens no matter how close 7.5 is to 8

jimthompson5910 (jim_thompson5910):

if you wanted to floor something like -3.2, you would move onto -4 this is because -4 is below -3

OpenStudy (vortish):

ok thanks @jim_thompson5910 appreciate the info

jimthompson5910 (jim_thompson5910):

the ceiling function works in the opposite way \[\large \lceil 7.5 \rceil = 8\] \[\large \lceil 7.1 \rceil = 8\] \[\large \lceil 7.3 \rceil = 8\] \[\large \lceil -3.2 \rceil = -3\] you round up to the nearest whole number

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