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Q: What organism has an exterior that is radially symmetric?
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Which of the following organisms has an exterior that is radially symmetric a snake?

A starfish


Is it true that most radially symmetric animals are aquatic?

It is true.


True or false most radially symmetric animals are aquatic?

True. The majority of radially symmetric animals, such as jellyfish and sea anemones, are aquatic, as their body design is well-suited for movement and feeding in water environments.


What type of symmetry do annelida?

Most annelids are essentially tubes so they are radially symmetric.


Animals that have their body parts arranged around a central point are said to be?

Radially symmetrical. This means that the animal's body can be divided into equal halves in multiple planes passing through the central point. Examples include starfish and jellyfish.


What is a term that refers to the way an organism's body can be divided into equal portions?

bilaterally symmetrical or radially symmetrical


What has the author S C R Dennis written?

S. C. R. Dennis has written: 'On the solution of the Navier-Stokes equations for a type of steady radially-symmetric viscous flow'


Is a jellyfish symmetry radial or bilaterial?

Brain corals are hemispherical or spherical in shape resembling a brain. They must me radially symmetrical organism.


Electric field inside the cylinder which is cylindrically symmetric?

For a cylindrically symmetric charge distribution, the electric field inside the cylinder is also cylindrically symmetric. This means that the electric field points radially outwards or inwards along the axis of the cylinder with the magnitude dependent on the charge distribution. The electric field can be calculated using Gauss's law and applying symmetry arguments to simplify the problem.


Are tube sponges symmetrical?

Yes, tube sponges are radially symmetrical, meaning they are symmetric around a central axis. This symmetry allows them to filter water efficiently and capture food particles as they flow through their bodies.


What is the opposite of radially?

Tangential.


How are the graphs of inverse functions symmetric?

symmetric about the y-axis symmetric about the x-axis symmetric about the line y=x symmetric about the line y+x=0