Question

a new born is discharged to the wrong patient. state the probelm? what is the standard?...

a new born is discharged to the wrong patient. state the probelm? what is the standard? what is the deviation from the standard? what are the potential sanctions to the institution?

Homework Answers

Answer #1

This case is related to medical error where there is misidentification of the baby. There can be problems of legally and also is a threat to the baby as they can be seriously affected. For example if a certain baby who requires some special care gets exchanged with a normal baby then it can be dangerous. This usually happens because of improper identification standards or carelessness.

The standard protocol should be

Thorough checking of the identity of the baby.

Avoiding using tags as the only source of identification

Identifying the baby with correct birth details.

Any event occurring which results to such error is the deviation from the standards.

Potential sanctions

Suspension with fixed times

Private reprimanding the health care personal

Not allowing to take part in institutional programs.

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
If 25 new born babies are randomly selected, what is the probability that the 25 babies...
If 25 new born babies are randomly selected, what is the probability that the 25 babies are born that their mean weigh less than 3100g? construct the standard normal distribution density curve, then shade your seeking area
What's wrong? State what is wrong in each of the following scenarios? a) A parameter describes...
What's wrong? State what is wrong in each of the following scenarios? a) A parameter describes a sample. b) Bias and variability are two names of the same thing. c) Large samples are always better than small samples. d) A sampling distribution is something generated by a computer.
The average mass of newborn infants born at a given hospital is 3.5 kg with standard...
The average mass of newborn infants born at a given hospital is 3.5 kg with standard deviation of 575 g. Assume these birth weights follow a normal distribution. (a) What is the probability that a newborn selected randomly from this population has a mass of at least 4.64 kg? (b) What is the probability that a newborn selected randomly from this population has a mass between 3.3 kg and 3.6 kg? (c) If 100 infants are born in one day...
Mrs. Johnson, a 67-year-old female patient, has recently been discharged from the hospital following an admission...
Mrs. Johnson, a 67-year-old female patient, has recently been discharged from the hospital following an admission for COPD. She has a past medical history of a colon resection related to acute diverticulitis. She developed a surgical wound infection that requires daily wet to dry wound packing and IV Zosyn. Mrs. Johnson was discharged with home oxygen. To manage her care at home, home care visits were ordered. (Learning Objective 5) What would be involved in setting up the first home...
14) What, if anything, is wrong with the following statements? If something is wrong, explain      ...
14) What, if anything, is wrong with the following statements? If something is wrong, explain       what it is and how to correct it. If nothing is wrong, explain what is involved and how it       works. (a) If an electrically charged particle is placed at rest at a point and it accelerates      from rest when released, then the electric potential at the initial point cannot                       be zero.          (b) When the image produced by a thin lens...
5.26  What is wrong? Explain what is wrong in each of the following statements. (a) The...
5.26  What is wrong? Explain what is wrong in each of the following statements. (a) The central limit theorem states that for large n, the population mean μ is approximately Normal. (b) For large n, the distribution of observed values will be approximately Normal. (c) For sufficiently large n, the 68–95–99.7 rule says that x¯x¯ should be within μ ± 2σ about 95% of the time. (d) As long as the sample size n is less than half the population...
The scaled test scores for the New York State Grade 8 English Language Arts Test are...
The scaled test scores for the New York State Grade 8 English Language Arts Test are normally distributed. The normal curve shown below represents this distribution. What is the mean test score? Estimate the standard deviation of this normal distribution. (Adapted from New York State Education Department) a. Find the line of symmetry and identify the mean. b. Estimate the inflection points and identify the standard deviation.
3.53 The time from when a patient is discharged from North Shore Hospital to the time...
3.53 The time from when a patient is discharged from North Shore Hospital to the time the discharged patient’s bed is ready to be assigned to a new patient is referred to as the bed assignment turnaround time. If the bed turnaround time is excessive, it can cause problems with patient flow and delay medical procedures throughout the hospital. This can cause long waiting times for physicians and patients, thus creating customer dissatisfaction. The admissions RN has assigned a patient...
if a child was born with autosomal dominant disease, what can one conclude about the geneotype...
if a child was born with autosomal dominant disease, what can one conclude about the geneotype of the parent? During the process of transcription of a gene, the wrong nucleotude is incorperated into the growing chain, if the error occurs in coding of a gene, how could this error affect protein synthesis from that gene? thank you!
What is wrong with the following statement of the central limit theorem? Central Limit Theorem.  If the...
What is wrong with the following statement of the central limit theorem? Central Limit Theorem.  If the random variables X1, X2, X3, …, Xn are a random sample of size n from any distribution with finite mean μ and variance σ2, then the distribution of will be approximately normal, with a standard deviation of σ / √n.