Sprawozdanie z badania laboratoryjnego


					Wyniki badań
					
						Materiał: krew na EDTA, pobrany: 2014-09-06 08:12:03, przyjęty 2014-09-06 11:20:31
						
							
								
									Nazwa badania
									Wynik badania
									Zakres referencyjny
								
							
							
								
									Morfologia krwi obwodowej
								
								
									WBC Krwinki białe
									8,3 K/µl
									4,0 - 10,0
								
								
									RBC Krwinki czerwone
									3,35 M/µl
									4,0 - 5,0
								
								
									PLT Płytki krwi
									331,0 K/µl
									140,0 - 400,0
								
								
									HGB Hemoglobina
									7,8 g/dl
									12,0 - 16,0
								
								
									HCT Hematokryt
									27,1 %
									37,0 - 47,0
								
								
									MCHC
									28,8 g/dl
									31,0 - 36,0
								
								
									MCV
									80,9 fl
									80,0 - 96,0
								
								
									MCH
									23 pg
									26,0 - 32,0
								
							
						
						
							
						
					
					
						
							
							
							
								
							
							
							
								
									
									
										
									
									
									
										
											
												
												
											
										
									
								
							
							
								
									
									
										
									
									
									
										
											
												
												
											
										
									
								
							
							
								
									
									
										
									
									
									
										
											
												
												
											
										
									
								
							
							
								
									
									
										
									
									
									
										
											
												
												
											
										
									
								
							
							
								
									
									
										
									
									
									
										
											
												
												
											
										
									
								
							
							
								
									
									
										
									
									
									
										
											
												
												
											
										
									
								
							
							
								
									
									
										
									
									
									
										
											
												
												
											
										
									
								
							
							
								
									
									
										
									
									
									
										
											
												
												
											
										
									
								
							
						
					
					
					  
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
Nazwa badania	Wynik badania	Zakres referencyjny
Morfologia krwi obwodowej
WBC Krwinki białe	8,3 K/µl	4,0 - 10,0
RBC Krwinki czerwone	3,35 M/µl	4,0 - 5,0
PLT Płytki krwi	331,0 K/µl	140,0 - 400,0
HGB Hemoglobina	7,8 g/dl	12,0 - 16,0
HCT Hematokryt	27,1 %	37,0 - 47,0
MCHC	28,8 g/dl	31,0 - 36,0
MCV	80,9 fl	80,0 - 96,0
MCH	23 pg	26,0 - 32,0