Upon examination & assessment, a patient with collapsed jugular veins results in a clinical diagnosis of Hemothorax.
How is collapsed JVP related to hemothorax?
- Hemothorax is the accumulation of blood between the visceral and parietal pleurae (pleural space).
- Respiratory discomfort and tachypnea are common clinical findings in such individuals.
- This exercise demonstrates hemothorax evaluation and treatment and discusses the role of the interprofessional team in improving care for individuals with this disease.
A frequent consequence of acute thoracic injuries is hemothorax.
- It is a blood clot in the pleural space, which can be seen between the visceral and parietal pleura.
- The most common mechanism of trauma is a blunt or penetrating injury to intrathoracic or extrathoracic tissues that leads to thoracic haemorrhage.
- Bleeding can occur in the chest wall, intercostal or internal mammary arteries, major vessels, mediastinum, myocardium, lung parenchyma, diaphragm, or belly.
- Although CT scanning is the preferred method of assessing intrathoracic injuries, it may not be practicable in individuals with unstable trauma.
- The pulmonary windows are now included in the Extended-Focused Assessment with Sonography in Trauma (eFAST) technique.
Learn more about Hemothorax here,
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Answer:
Option 1. i.e. They are the most abundant type of cell in a typical plant body.
Explanation:
Parenchyma cell are cells that are present in plant body to perform cellular respiration and photosynthesis. These type of cell are most easily available cells which present in large amount in any typical plant body.
There are many roles that parenchyma cells may serve. Their work is mainly based on their place in the plant, which can define if they will be used in storage, photosynthesis, or repair damage.
If Green house gases continue to rise, their amount of heat trap will also continue & our Planet would become hotter & hotter which can lead to very dangerous situation for us.
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The greater the speed of two identical masses, the greater the kinetic energy. So, the mass that is traveling twice as fast as the other has much more kinetic energy. The formula for kinetic energy is KE=m*v^2 (kinetic energy equals mass times velocity squared), and velocity is the same as speed in this case because it is squared. So, the mass traveling twice as fast has 4 times the kinetic energy, because 2 squared=2*2=4.
Answer: The mass traveling twice as fast has four times the kinetic energy.
Answer:
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