Biology
Grade-7
Easy
Question
The waggle dance is a method of communication used by worker ________ to communicate with other members of the colony
- Ducks
- Honeybees
- Dragon flies
- Pigeons
Hint:
Uses nectar from flowers to produce a sweet substance.
The correct answer is: Honeybees
¶- Honey bees perform waggle dance
¶- Waggle dance is a type of communication
¶- During waggle dance, bees move in circle, then turn around and again move in circle
¶- The dance is performed by one bee while an other bee visualizes the dance to understand the information
¶- Waggle dance:
¶
Related Questions to study
Biology
BiologyGrade-7
Biology
Embryo development in _______________ animals, on the other hand, occurs within the female member of that species.
Embryo development in _______________ animals, on the other hand, occurs within the female member of that species.
BiologyGrade-7
Biology
Fertilization occurs after gametogenesis and before embryogenesis.
Fertilization occurs after gametogenesis and before embryogenesis.
BiologyGrade-7
Biology
The given image explains external fertilization.
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)
The given image explains external fertilization.
![](data:image/png;base64,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)
BiologyGrade-7
Biology
Only a single parent is involved in sexual reproduction.
Only a single parent is involved in sexual reproduction.
BiologyGrade-7
Biology
BiologyGrade-7
Biology
__________ is a process in which two parents take part in producing the young one.
__________ is a process in which two parents take part in producing the young one.
BiologyGrade-7
Biology
The _________ eventually divides and develops into an embryo by mitotic division.
The _________ eventually divides and develops into an embryo by mitotic division.
BiologyGrade-7
Biology
Pick the odd one out.
Pick the odd one out.
BiologyGrade-7
Biology
Pick the odd one out.
Pick the odd one out.
BiologyGrade-7
Biology
___________ is a male gamete.
___________ is a male gamete.
BiologyGrade-7
Biology
__________ is formed after the fusion of male and female gametes.
__________ is formed after the fusion of male and female gametes.
BiologyGrade-7
Biology
The preceding stage after fertilization is _______________.
The preceding stage after fertilization is _______________.
BiologyGrade-7
Biology
In oviparous animals, ____________ provides nutrition to embryo.
In oviparous animals, ____________ provides nutrition to embryo.
BiologyGrade-7
Biology
The next stage after gametogenesis is _____________.
The next stage after gametogenesis is _____________.
BiologyGrade-7