There was a test cross between plants. The first one is homozygous recessive plant that has red flower, short thorn, and
Posted: Wed May 18, 2022 1:53 pm
There was a test cross between plants. The first one is homozygous recessive plant that has red flower, short thorn, and is non-fragant. The second one has blue flower, long thorn, and is fragrant. Their offsprings are as follows:
Blue, long, fragrant: 283 plants
Blue, long, non-fragrant: 164 plants
Blue, short, fragrant: 11 plants
Blue, short, non-fragrant: 117 plants
Red, long, fragrant: 101 plants
Red, long, non-fragrant: 13
Red, short, fragrant: 172
Red, short, non-fragrant: 276
Find:
Are these genes linked by Chi-square test? Show necessary calculations.
Show calculation steps when you are writing a genetic map for these 3 genes. Color will be C for blue, c for red, T for long, t for short, F for fragrant and f without.
If it is possible,find the coefficient of coincidence and interference that occurred in this test cross.
Use Percentage Points of Chi-Square Distribution as Reference
There was a test cross between plants. The first one is homozygous recessive plant that has red flower, short thorn, and is non-fragant. The second one has blue flower, long thorn, and is fragrant. Their offsprings are as follows: Blue, long, fragrant: 283 plants Blue, long, non-fragrant: 164 plants Blue, short, fragrant: 11 plants Blue, short, non-fragrant: 117 plants Red, long, fragrant: 101 plants Red, long, non-fragrant: 13 Red, short, fragrant: 172 Red, short, non-fragrant: 276 a. Are these genes linked by Chi-square test? Show necessary calculations. b. Show calculation steps when you are writing a genetic map for these 3 genes. Color will be C for blue, C for red, T for long, t for short, F for fragrant and f without C. If it is possible,find the coefficient of coincidence and interference that occurred in this test cross. Percentage Points of the Chi-Square Distribution Degrees of Probability of proof 0.150.500 Freedom 0.000 0103 0.30 0036 0902 0211 OSTS 0:54 12 275 4.51 0.03 663 9.21 1114 2 3 4 0.000 0.000 0115 0.299 2.554 02 59 721 9.49 0.91 1145 20 1610 2204 2. 2.675 3.45 7 304 1947 7:30 15.50 2167 2730 325 3.940 4575 5.07 5.29 4140 9 10 11 12 1) 14 15 16 2.550 3.053 1.53 4302 5.577.584 123 1 159 11.20 1721 343 25 15 15.00 16.81 14 2009 2167 23.21 242 2622 2760 29.34 3058 12.00 3141 5236 123 21.09 2235 20. 700 7.90 ET 6571 30.365 5.22 2530 7952 8.672 2477 116 19 300 10 1165 124) 14.04 15.65 19 20 22 24 24 28 50 27.20 2641 30.81 13.30 2014 11.40 40.29 6.100 7015 7.631 360 9.542 10.254 12.191 13565 14953 226 27707 17 ARS 20:30 12.40 19.00 2014 2.1 10.117 10251 12338 11 15379 16.28 1. 2650 3474 273 20 21051 26 13500 42 1115 13:35 51 5817 5. 57.50 70 20 S029 61 75.15 SO
There was a test cross between plants. The first one is homozygous recessive plant that has red flower, short thorn, and is non-fragant. The second one has blue flower, long thorn, and is fragrant. Their offsprings are as follows: Blue, long, fragrant: 283 plants Blue, long, non-fragrant: 164 plants Blue, short, fragrant: 11 plants Blue, short, non-fragrant: 117 plants Red, long, fragrant: 101 plants Red, long, non-fragrant: 13 Red, short, fragrant: 172 Red, short, non-fragrant: 276 Find: a. Are these genes linked by Chi-square test? Show necessary calculations. b. Show calculation steps when you are writing a genetic map for these 3 genes. Color will be C for blue, c for red, T for long, t for short, F for fragrant and f without C. If it is possible, find the coefficient of coincidence and interference that occurred in this test cross. Percentage Points of the Chi-Square Distribution Depes of Freedom 1 3.03 66 0.000 0.020 0.115 0.004 0.103 1 114 0.71 $ 115 11.00 14 3.82 1229 2009 7 . 9 10 216 2.733 2325 3340 4.575 5:33 Prof whole 0.90 0.78 0.50 0.25 30.05 0010 100 0.45 0211 OS 1212 1.121 331 1610 3 11. 2.2014 3.455 38 255 6.34 304 14.07 5.07 4.168 152 6.737 1:34 12:55 15 7.5 30.54 13.30 12 20 8.438 1130433 18:38 2008 100 9.29 12 7.790 10.45 13.31 1732 8.547 110 25.00 9.312 100 2010 10.05 2750 30.865 11675 220 239 11.651 2222 2220 2014 12.45 19 3141 14.04 11 20 21 1 15656 10 17. 20. 1999 17.30 21:21 2 2.55 3053 3571 4.100 4.560 5.229 SRL 13 14 15 16 19 MOS 7,562 677 7015 7633 19 32.57 19 20 22 24 25 9.542 05 10.117 10851 12:33 TH 15379 1690 13 565 30 2059 SO 2600 55.75 50 22:14 27.01 24 25.05 176 46.459 38.600 252 15 4
Blue, long, fragrant: 283 plants
Blue, long, non-fragrant: 164 plants
Blue, short, fragrant: 11 plants
Blue, short, non-fragrant: 117 plants
Red, long, fragrant: 101 plants
Red, long, non-fragrant: 13
Red, short, fragrant: 172
Red, short, non-fragrant: 276
Find:
Are these genes linked by Chi-square test? Show necessary calculations.
Show calculation steps when you are writing a genetic map for these 3 genes. Color will be C for blue, c for red, T for long, t for short, F for fragrant and f without.
If it is possible,find the coefficient of coincidence and interference that occurred in this test cross.
Use Percentage Points of Chi-Square Distribution as Reference
There was a test cross between plants. The first one is homozygous recessive plant that has red flower, short thorn, and is non-fragant. The second one has blue flower, long thorn, and is fragrant. Their offsprings are as follows: Blue, long, fragrant: 283 plants Blue, long, non-fragrant: 164 plants Blue, short, fragrant: 11 plants Blue, short, non-fragrant: 117 plants Red, long, fragrant: 101 plants Red, long, non-fragrant: 13 Red, short, fragrant: 172 Red, short, non-fragrant: 276 a. Are these genes linked by Chi-square test? Show necessary calculations. b. Show calculation steps when you are writing a genetic map for these 3 genes. Color will be C for blue, C for red, T for long, t for short, F for fragrant and f without C. If it is possible,find the coefficient of coincidence and interference that occurred in this test cross. Percentage Points of the Chi-Square Distribution Degrees of Probability of proof 0.150.500 Freedom 0.000 0103 0.30 0036 0902 0211 OSTS 0:54 12 275 4.51 0.03 663 9.21 1114 2 3 4 0.000 0.000 0115 0.299 2.554 02 59 721 9.49 0.91 1145 20 1610 2204 2. 2.675 3.45 7 304 1947 7:30 15.50 2167 2730 325 3.940 4575 5.07 5.29 4140 9 10 11 12 1) 14 15 16 2.550 3.053 1.53 4302 5.577.584 123 1 159 11.20 1721 343 25 15 15.00 16.81 14 2009 2167 23.21 242 2622 2760 29.34 3058 12.00 3141 5236 123 21.09 2235 20. 700 7.90 ET 6571 30.365 5.22 2530 7952 8.672 2477 116 19 300 10 1165 124) 14.04 15.65 19 20 22 24 24 28 50 27.20 2641 30.81 13.30 2014 11.40 40.29 6.100 7015 7.631 360 9.542 10.254 12.191 13565 14953 226 27707 17 ARS 20:30 12.40 19.00 2014 2.1 10.117 10251 12338 11 15379 16.28 1. 2650 3474 273 20 21051 26 13500 42 1115 13:35 51 5817 5. 57.50 70 20 S029 61 75.15 SO
There was a test cross between plants. The first one is homozygous recessive plant that has red flower, short thorn, and is non-fragant. The second one has blue flower, long thorn, and is fragrant. Their offsprings are as follows: Blue, long, fragrant: 283 plants Blue, long, non-fragrant: 164 plants Blue, short, fragrant: 11 plants Blue, short, non-fragrant: 117 plants Red, long, fragrant: 101 plants Red, long, non-fragrant: 13 Red, short, fragrant: 172 Red, short, non-fragrant: 276 Find: a. Are these genes linked by Chi-square test? Show necessary calculations. b. Show calculation steps when you are writing a genetic map for these 3 genes. Color will be C for blue, c for red, T for long, t for short, F for fragrant and f without C. If it is possible, find the coefficient of coincidence and interference that occurred in this test cross. Percentage Points of the Chi-Square Distribution Depes of Freedom 1 3.03 66 0.000 0.020 0.115 0.004 0.103 1 114 0.71 $ 115 11.00 14 3.82 1229 2009 7 . 9 10 216 2.733 2325 3340 4.575 5:33 Prof whole 0.90 0.78 0.50 0.25 30.05 0010 100 0.45 0211 OS 1212 1.121 331 1610 3 11. 2.2014 3.455 38 255 6.34 304 14.07 5.07 4.168 152 6.737 1:34 12:55 15 7.5 30.54 13.30 12 20 8.438 1130433 18:38 2008 100 9.29 12 7.790 10.45 13.31 1732 8.547 110 25.00 9.312 100 2010 10.05 2750 30.865 11675 220 239 11.651 2222 2220 2014 12.45 19 3141 14.04 11 20 21 1 15656 10 17. 20. 1999 17.30 21:21 2 2.55 3053 3571 4.100 4.560 5.229 SRL 13 14 15 16 19 MOS 7,562 677 7015 7633 19 32.57 19 20 22 24 25 9.542 05 10.117 10851 12:33 TH 15379 1690 13 565 30 2059 SO 2600 55.75 50 22:14 27.01 24 25.05 176 46.459 38.600 252 15 4