A nurse is caring for a client who regularly uses methamphetamine and is experiencing blood vessel constriction and spasming. The nurse should identify that the client is at high risk for developing which of the following conditions?
Brain trauma and injury
Bone loss and osteoporosis
Liver and pancreatic disease
Heart disease and stroke
The Correct Answer is D
A. While methamphetamine use can lead to risky behaviors that may increase the risk of injury, it is not directly associated with brain trauma and injury.
B. Methamphetamine use is not directly associated with bone loss and osteoporosis.
C. Methamphetamine use is not directly associated with liver and pancreatic disease.
D. Methamphetamine use can lead to blood vessel constriction and spasming, which can increase the risk of heart disease and stroke.
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Related Questions
Correct Answer is B
Explanation
A. This statement does not align with the typical behavior of a person with anorexia nervosa. People with anorexia nervosa often have a distorted body image and may fear gaining weight, but they do not typically avoid eating because they do not like the taste of food.
B. This statement is consistent with the behavior of a person with anorexia nervosa. People with this disorder often have specific foods that they fear or avoid because they associate them with gaining weight or losing control over their eating.
C. This statement may be true for some people with anorexia nervosa, but it is not a defining characteristic of the disorder. People with anorexia nervosa often restrict their food intake to a much lower level than 2,000 calories per day.
D. This statement does not align with the typical behavior of a person with anorexia nervosa. People with anorexia nervosa often obsessively track their calorie intake and may keep meticulous records of what they eat.
Correct Answer is ["0.5"]
Explanation
To calculate the number of tablets the nurse should dispense to the client, we need to convert the prescribed dose of digoxin from milligrams (mg) to micrograms (mcg), as the tablets are labeled in milligrams.
1 mg = 1000 mcg
125 mcg = (125 mcg) / (1000 mcg/mg) = 0.125 mg
Now, we can determine the number of tablets needed to achieve this dose:
0.125 mg ÷ 0.25 mg/tablet = 0.5 tablets
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