Estos dientes se incrustan en unos huesos.
Y se distinguen por sus diferentes características, que se relacionan con la función que
desempeñan, según el tipo de alimentación. En el ser humano, la dentadura se va conformando
a lo largo de un proceso que incluye una primera etapa con los dientes que nos salen que son los de leche,
y otra posterior en la que ya se configura de forma definitiva. Debido a su importancia,
resulta fundamental mantener una buena higiene para evitar las enfermedades
Son:
Herbívoros: Algunos herbívoros pueden ser clasificados como frugívoros, los cuales comen solamente frutas, y folívoros los que se especializan en comer hojas. Esta especialización se encuentra lejos de ser universal y muchos animales que comen frutas u hojas comen también otras partes de plantas, en particular raíces y semillas. Las dietas de algunos animales herbívoros varían con las estaciones, especialmente en las zonas templadas, donde las fuentes de alimentación disponibles varían en el curso del año.
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)
Carnívoros: A pesar de que existen muchas especies de animales considerados exclusivamente carnívoros, algunas subespecies no son consumidoras exclusivas de carne. Por ejemplo, la mayoría de las especies de osos son omnívoros, siendo la excepción el panda gigante, cuya dieta consiste casi completamente del consumo de bambú. Por ejemplo:
![](data:image/jpeg;base64,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)
Omnívoros: Los animales omnívoros son aquellos organismos que se alimentan tanto de animales como de plantas.
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)
Y se distinguen por sus diferentes características, que se relacionan con la función que
desempeñan, según el tipo de alimentación. En el ser humano, la dentadura se va conformando
a lo largo de un proceso que incluye una primera etapa con los dientes que nos salen que son los de leche,
y otra posterior en la que ya se configura de forma definitiva. Debido a su importancia,
resulta fundamental mantener una buena higiene para evitar las enfermedades
Son:
Herbívoros: Algunos herbívoros pueden ser clasificados como frugívoros, los cuales comen solamente frutas, y folívoros los que se especializan en comer hojas. Esta especialización se encuentra lejos de ser universal y muchos animales que comen frutas u hojas comen también otras partes de plantas, en particular raíces y semillas. Las dietas de algunos animales herbívoros varían con las estaciones, especialmente en las zonas templadas, donde las fuentes de alimentación disponibles varían en el curso del año.
Carnívoros: A pesar de que existen muchas especies de animales considerados exclusivamente carnívoros, algunas subespecies no son consumidoras exclusivas de carne. Por ejemplo, la mayoría de las especies de osos son omnívoros, siendo la excepción el panda gigante, cuya dieta consiste casi completamente del consumo de bambú. Por ejemplo:
Omnívoros: Los animales omnívoros son aquellos organismos que se alimentan tanto de animales como de plantas.
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