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Un anmal 
maa  maa 
  n anmal m
   nva n l
   na
 maa  aa l
       l
      . A
   na  l
      anmal 
Dn l nmn y
maavll n anmal
xn la 
naa  l 
man m anmal
m ya   aa
 mla  an
 amana a l la
 la a y n
ama a la
nvvna  nan
n l m.
A na  la
 alva, n
Cm ml  
xnn m 
amn n l
nm  maa n
l  n mnna
a l  y a l
a la  m
la a nvl
mnal), n 
S n xn ma 
 n aa m
maa, ay  n n
na  n a la
amla l n n
ama a la
nvvna n l man.
Am, n nn l
  l anmal 
nn al   aln 
a  naa
xa y aaan aa
Exn aln
  anmal
m  
aan n:

 *Anmal 
ana.
Anmal
  ana
E   n:
An
Gan
Ova
Pa
Anmal 
maa
E n:
Cana
Caya
 L
P
 P
L anmal 
maa n
lna  
mamn y
aaala, y 
 nan n l
man, n la 
lmn 
ln m
Ha
Al nal:
Dman
El n  la
man anmal 
al al l
a  a. C. n l
  la mnan
mana n m
vln nla. S
mnz a lza a l
anmal n 
almn,  m
Tipos de animales domésticos

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Tipos de animales domésticos

  • 1. Un anmal  maa  maa  n anmal m nva n l   na maa  aa l  l . A na  l anmal 
  • 2. Dn l nmn y maavll n anmal xn la  naa  l  man m anmal m ya   aa  mla  an  amana a l la  la a y n ama a la nvvna  nan n l m. A na  la  alva, n
  • 3. Cm ml   xnn m  amn n l nm  maa n l  n mnna a l  y a l a la  m la a nvl mnal), n 
  • 4. S n xn ma   n aa m maa, ay  n n na  n a la amla l n n ama a la nvvna n l man. Am, n nn l   l anmal  nn al   aln  a  naa xa y aaan aa
  • 5. Exn aln   anmal m   aan n: *Anmal  ana.
  • 6. Anmal  ana E n: An Gan Ova Pa
  • 8. L anmal  maa n lna   mamn y aaala, y   nan n l man, n la  lmn  ln m
  • 9. Ha Al nal: Dman El n  la man anmal  al al l a  a. C. n l   la mnan mana n m vln nla. S mnz a lza a l anmal n  almn,  m