How many degrees of freedom are there in a chi-squared analysis of phenotype frequencies in the offspring from a dihybrid cross?.

Question

08-11-2022
Biology

Answered

How many degrees of freedom are there in a chi-squared analysis of phenotype frequencies in the offspring from a dihybrid cross?.

Answer :

Other Questions

___ Codes for proteins that determine the phenotype of an organism. not all proteins are transcribed in a single cell some ___ are turned off so that the ___ is

___ Codes for proteins which determines the phenotype of an organism. not all proteins are transcribed in a single cell some ___ are turned off so that the ___

In humans, six fingers (F) is the dominant trait; five fingers (f) is the recessive trait. Both parents are heterozygous for six fingers. What is the phenotype

In fruit flies, red eyes (E) is dominant over white eyes. Give the three possible genotypes that fruit flies could have and the phenotype that goes with each.

A botanist creates crosses of a snapdragon plant. the allele r is for red flowers, and the allele r is for white flowers. both plants are heterozygous (rr). wha

1-year-old male baby came to the hospital for "fever and cough for 4 days"; Mainly paroxysmal cough, sputum expectoration, yellow sticky sputum can be seen in t

the coat colour in mice is controlled by several genes. the aqout patter characterised by yellow band of pigment near the tip of the hairs is produced by the do

Fungal tetrads and/or octads have been particularly advantageous because they have allowed geneticists to a) prove that crossing over occurs at the 4-strand (a.

Which of the following reactions is unlikely to occur in the ocean as atmospheric CO2 continues to rise? a decrease in the population of calcifying organisms an

In recent years, many wooded areas in ____________ have been deforested to provide beef for hamburgers for fast food chains in the US

rafikiedu17 rafikiedu17 · Answer 1 · 2022-11-14T03:15:26-05:00

The degrees of freedom (df): For a chi-square test of independence, the df is (variety of variable 1 agencies − 1) * (number of variable 2 businesses − 1).

The degrees of freedom for the chi-rectangular have calculated the usage of the subsequent system: df = (r-1)(c-1) in which r is the wide variety of rows and c is the number of columns. If phenotype frequencies found chi-rectangular check statistic is greater than the essential value, the null speculation can be rejected.

To calculate degrees of freedom, subtract the variety of family members from the range of observations. For figuring out the degrees of freedom for a sample mean or average, you need to subtract one (1) from the number of observations.

Learn more about phenotype here

https://brainly.com/question/902712

#SPJ4