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Name three of the possible forms pathogens can take?

bacteria, viruses, and fungi.


Cells can take on variety of shapes they can also pull part during cell division how is this possible?

for plato is A


What are all of the 3 d shapes?

it would be impossoble 2 name them all... i can say a lot


Why do animals have a compact shape?

Animals have somewhat compact shapes although they do not necessarily take the most compact form possible (which would be a sphere). Compact shapes are more defensible. Long, thin filaments can be more easily severed than short, thick limbs.


Does bacteria take energy from animals?

Bacteria a re decomposers. They take energy from dead animals.


Is there a way to make a square with 5 shapes?

Yes, take a square, cut into 5 shapes.


How do shapes vary in shape?

Cells can take on a solid shape, have no shape at all, or change shapes.


What shapes of the self concept?

The self-concept can take various shapes, including the actual self (how individuals see themselves), the ideal self (how they wish to be), and the ought self (the self they believe they should be). These shapes influence self-perception and behavior.


How do bacteria and viruses take in glucose as nutrition?

Bacteria take glucose through food or photosynthesis.Virus do not get glucose.


What is the process in which bacteria take up pieces of bacteria from their environment?

transformation


Is bacteria all around us all the time?

Bacteria is everywhere. Nobody can take away bacteria


Why do data distributions take a particular shape?

If you plot data they must take some shape (or another)! Data distributions can take all kinds of shapes. The only constraints are thatthey cannot be negative andthe integral (sum) over all possible values is 1.The shapes can be flat (uniform distribution), symmetric (uniform or Gaussian), asymmetric with one peak somewhere in the middle (Poisson), asymmetric with a peak at an end (exponential). These are examples of different shapes that are attained by common continuous data distributions.