| Term 
 
        | how selection influences a pop (assumin random mating) ==> chart |  | Definition 
 
        | COMPLETELY RECESSIVE 
 S(A+A+) = 0
 S(A+A) = SAA > 0
 
 COMPLETELY DOMINANT
 S(A+A+) = S(A+A) = 0
 S(AA) > 0
 
 NO DOMINANCE
 
 S(A+A+) = 0
 S(AA) = x>0
 S(A+A) = 0.5x
 |  | 
        |  | 
        
        | Term 
 
        | Mating system influence on allele and geno freq |  | Definition 
 
        | * mating doesnt change allele freq, only changes was alleles are distrib * does change genp distrib in a predictable way (depends if +/- assortive)
 * mating system alone w/ no selection influences only geno freq, not allele
 
 *selection changes the allele freq and geno b/c purging undesirable alleles
 |  | 
        |  | 
        
        | Term 
 
        | How mating changes geno distrib |  | Definition 
 
        | POSITIVE ASSORTATIVE MATING * dec freq hetero
 * inc freq homo
 
 
 NEGATIVE ASSORTIVE
 * inc freq hetero
 * dec freq homo
 |  | 
        |  | 
        
        | Term 
 | Definition 
 
        | *try to lok at progeny of an ind to determine their geno 
 *necessary for an ind w/ a recessive allele that cant tell composition based on pheno
 *proven w/ a tet cross
 |  | 
        |  | 
        
        | Term 
 | Definition 
 
        | *a cross designed to reveal the geno of an ind @ a locus of interaction |  | 
        |  | 
        
        | Term 
 
        | Steps to perform progeny testing for a recessive allele |  | Definition 
 
        | *testing progeny to determine if an ind is a carrier for an undesireable allele 
 1) ASSUME IND IS A CARRIER
 
 2) DETERMINE P OF PRODUCING A HOMO RECESSIVE PROGENY FROM A SINGLE CROSS
 *P(detection 1/ 1 progeny)
 
 3) CALC P OF PROD @ LEAST 1 HOMO RECESSIVE PROGENY FROM X CROSSES
 *P(detection w/ X progeny)
 
 ** if data doesnt support than you reject
 |  | 
        |  | 
        
        | Term 
 
        | P (detection w/ x progeny) |  | Definition 
 
        | * tells us if an ind was a carrier, there's a ___% chance of detecting the receessive allele over X amount of crosses 
 *quantifying our confidence
 |  | 
        |  | 
        
        | Term 
 
        | Formula for detecting progeny |  | Definition 
 
        | P(detect w/ x progeny) = 1 - P(no detecetion w/ x progeny) = 1 - P(no detect w/ 1 progeny)^x = 1 - P(detect w/ 1 progeny) 
 
 P(detect w/ x progeny) = 1 - [1 - P(detect w/ 1 progeny)]^x
 |  | 
        |  | 
        
        | Term 
 
        | 1 - [ 1 - P(detect w/ 1 progeny]^x |  | Definition 
 
        | * for x, as you increase the P(detection for one cross), the fewer test crosses you have to set up for good confidence |  | 
        |  | 
        
        | Term 
 
        | To detect the # of progeny needed |  | Definition 
 
        | *use P(detect w/ 1 progeny) *need ___ norm preg to have a 99% (given) P(@ least one being homo rec)
 |  | 
        |  | 
        
        | Term 
 
        | Influencers of the P(detection) |  | Definition 
 
        | 1) # OF TEST CROSSES SET UP 
 2) P(DETECTION FROM 1 CROSS)
 *depends on test cross
 *w/ better test crosses --> inc P(detect)
 |  | 
        |  | 
        
        | Term 
 | Definition 
 
        | *a trait in which pheno are expressed in categories * EX: coat color, salmon running time - fall/spring
 |  | 
        |  | 
        
        | Term 
 | Definition 
 
        | *traits w/ cont distrib; most numerous trait *a trait in which pheno show cont (numerical) expression
 *EX: height, weight, MY, %pro/fat, lap time
 |  | 
        |  | 
        
        | Term 
 
        | quantitative pheno distrib |  | Definition 
 
        | *w/ lrger data sets, make bins/range smaller |  | 
        |  | 
        
        | Term 
 | Definition 
 
        | *mendels laws apply to categorical *mendels laws apply to quantitative if you look @ a single locus
 -when using a PS, mendels laws predict the output: normal distrib where extreme values are less often than mod pheno values (mod pheno is more prevalent)
 -e. ind gene behaves in a mendellian way, but when combined, they give a normal distrib
 |  | 
        |  | 
        
        | Term 
 | Definition 
 
        | *inc # loci and/or env effects |  | 
        |  |