Table 1. The final population density (N) of species of mites on antibiotic additive diets and fitted concentration EC50 is an effective concentration of antibiotic s in diets for 50% population growth reduction in the comparison to growth on control diet.
Species | Antibiotics (mgg−1) | Observed data (N) | Regression model | ||||||||
0 | 0.1 | 1 | 10 | 30 | R2 | a | b | c | Fit EC50 mgg−1 | ||
Acarus siro | Ampicillin | 1183 | 728 | 484 | 275 | 200 | 0.95 | −2.95 | −89 | 513 | 0.37 |
(71) | (111) | (25) | (47) | (56) | (−3.7/−2.2) | (−100/−78) | (483 /543) | (0.20/0.55) | |||
Neomycin | 1179 | 1059 | 501 | 391 | 304 | 0.87 | −5 | −115 | 689 | 2.23 | |
(74) | (89) | (73) | (24) | (57) | (−7/−4) | (−133/−96) | (640/739) | (1.11/3.67) | |||
Streptomycin | 1280 | 1118 | 883 | 452 | 292 | 0.94 | −7 | −142 | 847 | 4.95 | |
(102) | (97) | (49) | (71) | (41) | (−8 /−6) | (−155/129) | (811/882) | (3.52/7.03 | |||
Lepidoglyphus destructor | Ampicillin | 1718 | 1398 | 1144 | 603 | 185 | 0.87 | −10 | −202 | 1060 | 2.66 |
(108) | (208) | (129) | (216) | (57) | (−12/−8) | (−231/−173) | (982/1139) | (1.51/7.03) | |||
Neomycin | 1685 | 414 | 338 | 197 | 116 | 0.98 | 2 | −56 | 304 | 0.0004 | |
(105) | (60) | (60) | (40) | (26) | (1/3) | (−66/−45) | (275/332) | (0.0001/0.001) | |||
Streptomycin | 1685 | 1465 | 1106 | 428 | 231 | 0.93 | −11 | −214 | 1050 | 2.38 | |
(96) | (218) | (161) | (68) | (51) | (−12/−9) | (−236/−191) | (990/1110) | (1.7/3.07) | |||
Tyrophagus putrescentiae | Ampicillin | 1164 | 415 | 297 | 156 | 131 | 0.97 | 0.1 | −51 | 293 | 0.003 |
(95) | (36) | (18) | (20) | (18) | (−0.4/0.6) | (−60/−44) | (272/314) | (0.001/0.01) | |||
Neomycin | 1271 | 751 | 639 | 290 | 139 | 0.95 | −4 | −108 | 569 | 0.76 | |
(75) | (103) | (63) | (36) | (37) | (−5/−3) | (−120/−96) | (537/602) | (0.41/1.21) | |||
Streptomycin | 1193 | 1111 | 411 | 355 | 148 | 0.85 | −7 | −140 | 661 | 1.58 | |
(98) | (144) | (48) | (41) | (16) | (−8/−5) | (−164/−118) | (599/724) | (0.74/2.66) |
Legend: The final population density is expressed as mean ± standard deviation; the polynomial regression (r = ax2+bx+c; x = antibiotic concentration mgg−1 of diet) describing the suppressive effect of antibiotics to growth rate of tested mites. The antibiotic concentration was transformed logarithmically (LN concentration +1×10−7). The fitted parameters are showed with 95% confidence limits in parenthesis.