When preparing a multigravid client who has undergone evacuation of a hydatidiform mole for discharge, the nurse explains the need for follow-up care and the client is said to understand it when she says that she is at risk for developing choriocarcinoma.
<h3>What is Choriocarcinoma?</h3>
This is defined as a medical condition which is characterized by a fast-growing cancer that occurs in a woman's uterus. This type of cancer affects the placenta in most situations and it is the organ which supplies food and other nutrients from the woman to the fetus.
In a situation where the individual had hydatidiform mole which is the abnormal growth of trophoblasts which are tissues which form the placenta then there is a likelihood of her having choriocarcinoma in this scenario.
Read more about Placenta here brainly.com/question/1604269
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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.
Answer:
A. Rational.
Explanation:
The rational brain division of the cerebrum connotes a person's capacity to thoroughly consider numerous chances. This piece of the cerebrum is related with the Cerebral Cortex, with its essential duties; thinking capacity, perception and memory revisionist device work, language, social capacities and critical thinking.
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Thomas should receive 8.71 ml per day
<h3>
Dosage</h3>
A dosage is the amount of a medicine or drug that someone takes or should take, and how ` they should take it.
1 oz = 0.0283495 kg; also 1 lb = 0.453592 kg.
Hence 15 lb 6 oz = (15 lb * 0.453592 kg/lb) + (6 oz * 0.0283495 kg/oz) = 6.97 kg
Since the dosage is 50 mg/kg/day. Hence amount of mg given is:
Amount of mg = 50 mg/kg/day * 6.97 kg = 348.5 mg per day
Each 10 ml contains 400 mg; hence:
ml = 348.5 mg * 10 ml per 400 mg = 8.71 ml per day
Thomas should receive 8.71 ml per day
Find out more on Dosage at: brainly.com/question/2559030
