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Length-Weight Parameters for Aphanius vladykovi
Length-weight (log a vs b) graph
    [n=13]
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a b Country Locality
Score a b Doubtful? Sex Length (cm) Length
type 		r2 SD b SD log10 a n Country Locality
0.01200 3.078   male 2.2 - 3.2 TL  0.964  0.670 0.2868 17  Iran Taghanak River, 2008-10 
0.01220 3.121   female 2.7 - 6.1 TL  0.985  0.200 0.1179 19  Iran Berovi spring, 2008-10 
0.01540 3.147   mixed 1.8 - 5.6 TL  0.990      319  Iran  
0.01130 3.175   mixed 2.4 - 6.1 TL  0.995  0.128 0.0754 28  Iran Berovi spring, 2008-10 
0.01040 3.241   mixed 1.5 - 4.8 TL  0.980  0.143 0.0580 44  Iran Taghanak River, 2008-10 
0.00920 3.247   female 1.8 - 3.2 TL  0.952  0.321 0.1125 24  Iran Koran River, 2008-10 
0.01030 3.262   female 1.5 - 4.8 TL  0.988  0.149 0.0586 27  Iran Taghanak River, 2008-10 
0.01070 3.276   male 2.5 - 3.8 TL  0.962  0.300 0.1486 41  Iran Shalamzar Spring, 2008-10 
0.00980 3.294   male 2.4 - 5.1 TL  0.999  0.146 0.0721 9  Iran Berovi spring, 2008-10 
0.00850 3.330   mixed 1.8 - 3.4 TL  0.950  0.234 0.0969 45  Iran Koran River, 2008-10 
0.00760 3.464   male 2.1 - 3.4 TL  0.951  0.377 0.1648 21  Iran Koran River, 2008-10 
0.00830 3.482   female 1.5 - 4.6 TL  0.989  0.083 0.0383 78  Iran Shalamzar Spring, 2008-10 
0.00770 3.534   mixed 1.5 - 6.1 TL  0.979  0.157 0.0736 148  Iran Shalamzar Spring, 2008-10 
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Preliminary parameter estimates are provided below, based on your selection of studies and weighted by the scores.
You may want to exclude or give less weight to studies that are far from the regression line in the graph.
Selected studies = 13, geometric mean a = 0.0100, mean b = 3.28, SD log10(W) = 0.0616, SD log10(a) = 0.0849 SD b = 0.1356
Estimate weight for given length: (cm) = (g) 95% range - (g)
Search for more references on length-weight:    Scirus
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