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Explain Radial Symmetry in Classification of the Animal Kingdom?
All of the animals besides the sponges are considered to belong to the Eumetazoa, or the "true animals" because of several distinguishing characteristics. Unlike the sponges, eumetazoans possess a definite organization, or shape-their bodies have either radial symmetry or bilateral symmetry, and specialized tissues. Eumetazoan embryos all generate three distinct tissue layers that later form into the adult tissues and organs. These embryonic tissues include an outer tissue layer called the ectoderm, an inner endoderm, and a mesoderm layer that forms in the middle in between the ectoderm and the endoderm.
What are the principal sources of excessive nitrate and phosphate in rivers and lakes? Excessive nitrates and phosphates come majorly from sewage effluents and intensive agric
WHAT IS A CELL
Q. Show Cardiovascular Risk Factors? It must be coming in your mind several times that why do some people suffer from heart disease while others do not? Well the most obvious r
Q. Can you explain Balloon Valvuloplasty? Whenever feasible valvuloplasty is the treatment modality of choice. One has to make sure that the valve is suitable and expertise to
Goals of Computerization in Nursing Practice Improved Efficiency: Computers can rapidly process, store, and retrieve information, helping the nurse clinician in nursing
describe the effects of the failure of the pancreas to produce sufficient insulin
Ecosystems are so varied in form and structure that whatever has a distinct community of its own, can be called an ecosystem eg. A crop field, grass land, barks etc. all the ecosys
E c z e m a It is inflammatory reaction of epidermal cells to the substances to which these cells are sensitized. Such substances may be present either in the external or
In a neuron with a resting potential of -65 mV, the distribution of which ion across the neuronal membrane represents the greatest potential electromotive force (EMF)? A. Potassiu
MA L THU S THEORY OF HUMAN POPULATION GROWTH - Malthus put forward in 1778. 1. Population grows in geometrical ratio, where as the means grow in arithmetical ratio.
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