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Page | 4/11 | Date | 23.11.2017 | Size | 1.39 Mb. | | #34500 |
| ______________________ and _____________________________ professionals who work together to solve a crime
_________________________ _________________________
Usually ____________________ to arrive at the crime scene
District attorney may be present to determine whether a search warrant is necessary for investigators
___________________________________'>___________________________________ ____________________________
_________________________ ____________________________ (coroners)
Determine the _________________________ of death when homicide has occurred
_____________________________
Look for leads by ______________________________ witnesses and talking to the crime-scene investigators about evidence
______________________________
The Seven S’s of Crime Scene Investigation
Securing the Scene
Responsibility of the ________________________________________'>________________________________________ police officer
_________________________ of all individuals is first priority
Preservation of _________________________ is second priority
Keep ____________________________ __________________ of all those who visit the crime scene
Collect _________________________ information and request additional needs required for investigation
May request more officers or various teams of experts to come to 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)
Separating the witnesses
Witnesses must
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