Question

Analyze the results of a cross between two organisms that are both heterozygous for two different genes (AaBb). Use a Punnett square to evaluate the possible genotypes. (1) List all the genotypes from your Punnett Square in the answer space. (2) Determine how many phenotypes can be produced in the offspring. (3) Determine the probability of producing offspring with the aabb genotype.

Answer 1

@ganeshie8

Answer 2

@micahm help? :c

Answer 3

what do you have so far before we begin

Answer 4

nothing

Answer 5

idk if those r right tho

Answer 6

what is the first thing that needs to be look up and we will look it up together to find the answer

Answer 7

read above? i dont understand punnet squares

Answer 8

The Punnett square is a tabular summary of possible combinations of maternal allele's with paternal allele. These tables can be used to examine the genotypic outcome probabilities of the offspring of a single trait (allele), or when crossing multiple traits from the parents.
Punnett square - Wikipedia, the free encyclopedia
en.wikipedia.org/wiki/Punnett_square

Answer 9

oh

Answer 10

@King.Void.

Answer 11

ok what's the next

Answer 12

you there

Answer 13

what grade is this in

Answer 14

are you still their

Answer 15

@paki

Answer 16

@paki a little help please

Answer 17

I am an engineer... please tag @Abhisar

Answer 18

that person not on @paki

Answer 19

@AnswerMyQuestions

Answer 20

I'm bad at biology, sorry. \(\Huge\ddot{\scriptsize\frown}\)

Answer 21

bio 11th

Answer 22

@pooja195

Answer 23

helppppppppppppp

Answer 24

@pooja195 what do you think

Answer 25

im not sure =/

Answer 26

damn :c

Answer 27

ok @ShelbyRenaebb post the next question

Answer 28

@undeadknight26

Answer 29

when is this due

Answer 30

or does it not have a due date

Answer 31

its due asap its a quick check.

Answer 32

if you can't find help use the link i gave you

Answer 33

thx

Answer 34

sorry i could not help in a better way

Answer 35

its ok

Answer 36

@sleepyjess

Answer 37

@Conqueror

Answer 38

@k_lynn