This is for Biology, but I don't have time to do all of this...I need 5 Dichotomus Keys for these plants:
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Toyan: Simple, Net, toothed, Falcate
Eucalyptus: Simple, Net, Smooth, Falcate
Bamboo: Simple, Parrallel, Smooth Lanced
English Walnut: Compoud, Net, Smooth, Oblong
Valley Oak: Simple, Net, lobed, Oblong
Manzanita: Simple, Net, Smooth, Oval
Carrob: Compound, Net, Smooth, Oval
Black Walnut: Compoud, Net, Smooth, Lanced
Bay: Simple, Net, Smooth, Lanced
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Possible traits:
Type: Simple or Compound
Venation: Net, Parralell, or Palmate
Margin: Smooth, Toothed, Cleft, or Lobed
Shape: Lance, Falcate, Stellar, Oblong, or Oval
Making a Dichotomus Key is really simple... I just don't have time to make 5. All you have to do is make a simple Binary Tree. Here is one I have so far:
If 4 people did 1 each, I would be VERY happy!!!
Edit: When I finish mine, I will show you what it looks like. REmember, they have to be 5 different, somewhat unique keys. (its' not really that hard at all)
Edit: I can actually still get these up until 8:15 or so... For those of you not in Pacific time that is in about 27 minutes.
[This message has been edited by Mystic0 (edited February 27, 2004).]
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Toyan: Simple, Net, toothed, Falcate
Eucalyptus: Simple, Net, Smooth, Falcate
Bamboo: Simple, Parrallel, Smooth Lanced
English Walnut: Compoud, Net, Smooth, Oblong
Valley Oak: Simple, Net, lobed, Oblong
Manzanita: Simple, Net, Smooth, Oval
Carrob: Compound, Net, Smooth, Oval
Black Walnut: Compoud, Net, Smooth, Lanced
Bay: Simple, Net, Smooth, Lanced
----------------------------
Possible traits:
Type: Simple or Compound
Venation: Net, Parralell, or Palmate
Margin: Smooth, Toothed, Cleft, or Lobed
Shape: Lance, Falcate, Stellar, Oblong, or Oval
Making a Dichotomus Key is really simple... I just don't have time to make 5. All you have to do is make a simple Binary Tree. Here is one I have so far:
Code:
A. Parralell veined - Maple A'. Not parallel veined B. Palmate - Bamboo B'. Not Palmate C. ... (continue from here)
If 4 people did 1 each, I would be VERY happy!!!
Edit: When I finish mine, I will show you what it looks like. REmember, they have to be 5 different, somewhat unique keys. (its' not really that hard at all)
Edit: I can actually still get these up until 8:15 or so... For those of you not in Pacific time that is in about 27 minutes.
[This message has been edited by Mystic0 (edited February 27, 2004).]