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Data Science Wolfram Language Statistics and Probability

Probability of tall-stemmed peas in F₃ generation from random F₂ hybridization

Bill Blair

Posted 1 day ago

What are some good ways to create the table below based on the question? Below is my attempt to code the table. I don’t know how to achieve the effect of the last row shown above when drawing it. Ideally, the matching types can be automatically entered and the corresponding probability values can be automatically generated. data = GroupBy[Tuples[{DD, Dd, Dd, dd}, 2], Sort, Length]; events = Subscript[A, #] & /@ Range[6] keys = Keys[data]; values = Values[data]; Grid[{{"Event", ## & @@ events}, {"Combs", Sequence @@ keys}, {"Ounts", Sequence @@ values} , {"P(\!\(\*SubscriptBox[\(A\), \(i\)]\))", Sequence @@ (values/16)} }, Frame -> All, Alignment -> Center, ItemSize -> {5, Automatic}]

enter image description here

What are some good ways to create the table below based on the question?

enter image description here

Below is my attempt to code the table. I don’t know how to achieve the effect of the last row shown above when drawing it. Ideally, the matching types can be automatically entered and the corresponding probability values can be automatically generated.

data = GroupBy[Tuples[{DD, Dd, Dd, dd}, 2], Sort, Length];
events = Subscript[A, #] & /@ Range[6]
keys = Keys[data];
values = Values[data];
Grid[{{"Event", ## & @@ events}, {"Combs", Sequence @@ keys}, {"Ounts",
    Sequence @@ values} , {"P(\!\(\*SubscriptBox[\(A\), \(i\)]\))", 
   Sequence @@ (values/16)}  }, Frame -> All, Alignment -> Center, 
 ItemSize -> {5, Automatic}]

enter image description here