Answer:
The correct answer is D.
Explanation:
Bordetella pertussis is a gram-negative coccobacillus that causes a disease called whooping cough.
The bacterium infests the patients by colonizing lung epithelial cells. To do so, it requires adhesins, called filamentous haemagglutinin, fimbriae and pertactin. Once the bacterium is attached to the lung epithelial cells, it produces a cytotoxin that prevents their cilia from moving.
Another virulent factor from B. pertussis is the pertussis toxin, which alters host immune system through the inhibition of phagocytes response to it.
When consuming high protein, it is necessary to increase the intake of water or fluids along with it.
When a high-protein diet is taken, the athlete must increase the consumption of water or fluids as the kidneys are under strain and need to work more to get rid of excess ammonia. Protein is needed by athletes to repair and strengthen their muscles. Ammonia is the bi-product of the metabolism of protein which is converted to urea and is collected by kidneys which is then removed by the body as urine. Increased levels of ammonia can lead to permanent renal damage.
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Ebola virus is characterized by high fever and severe gastrointestinal symptoms followed by rapid death.
<h3>What is a Virus?</h3>
This is defined as an infectious agent of small size and simple composition that can multiply only in living cells of animals, plants, or bacteria.
Ebola virus was first observed in 2013 and was characterized by high fever and severe gastrointestinal symptoms.
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Answer:
True
Explanation:
<u>Rotational and linear motions are analogous to each other.</u>
<u>The inertia of a body in a linear motion is its mass.</u> This can be seen from Newton's second law of thermodynamics:
F = ma
The larger the value of the force, the larger the inertia is (m) and the slower it accelerates.
<u>The inertia of a body in a rotational body is it moment of inertia (I).</u> Both I and m are same but I depends on both the shape and mass of the rotating body.
For example, The inertia of a solid disk with mass M and radius R is:
Hence, the statement is true.
