000			01926nam a22002777a 4500
999			_c1399 _d1399
005			20220117113851.0
008			190926b ||||| |||| 00| 0 eng d
041			_aeng
043			_aa-ph---
050	1	0	_aQA372 _b.Es86 2019
245			_aEstimating time of death using first-order linear differential equation _cAntonith G. Begonte... [et. al]
260			_cMarch 2019
300			_axi, 47 leaves : _billustrations ; _c28 cm
336			_2rda content _atext
337			_2rda media _aunmediated
338			_2rda carrier _avolume
502			_aThesis _bBachelor of Science in Mathematics _cUniversity of Rizal System-Morong _d2019
520			_aEXECUTIVE SUMMARY: The study focused on the estimating time of death using first-order linear differential equation. This was conducted at the University of Rizal System-Morong during the school year 2017-2018. The subject of the study was the estimating time of death. The data gathered was conducted in San Geronimo Funeral Service Homes and Municipality of Morong, Rizal. The researchers used the first-order linear differential equation to show the computed time of death would be equal or close enough to the data gathered. After using the said formula the researchers concluded that the accuracy of results of time of death largely depends on the length of post-mortem period. The shorter the post-mortem period, the more accurate is the estimated time of death. Consequently, the longer the post-mortem interval, the wider is the range of estimated time of death. The researchers recommended parallel study using first-order linear differential equation in other situations.
650		0	_aAlgebras, Linear
650		0	_aDifferential equations
700			_aPeralta Jr., Ramon R. _eauthor
700			_aVillariña, Alaissa C. _eauthor
700			_aViray, John Joseph V. _eauthor
700			_aDela Cruz, Sheila Marie F. _edegree supervisor
942			_2lcc _cT