No, the person is not using harassment.
Answer: 90 minutes
Explanation:
Door- to-balloon can be defined as a time measurement strategy when the patient affected by cardiac arrest enters into emergency care until it enters the cath lab. This involves the percutaneous interventions of door-to-balloon time of 90 minutes or less to achieve a door-to-balloon time.
Answer:
It is a conditional syllogism
Explanation:
It is a conditional syllogism. In a conditional system the statement goes as follows: “If A is true then B is also true”. The conclusion of a conditional syllogism is simple, and it could be inferred by the statement. In this example, the statement goes: "If I get eight hours of sleep, I will feel rested in the morning. I will sleep for eight hours tonight. Therefore, I will feel rested in the morning. "If I get eight hours of sleep” is statement A. “I will feel rested in the morning” is statement B. Consequently, if A is true then B is also true: “I will sleep for eight hours tonight. Therefore, I will feel rested in the morning”.
Based on the phlebitis scale the nurse would document the phlebitis as the score of 3.
<h3>What is phlebitis scale?</h3>
The phlebitis scale is the uniform standard scale that is used measure the severity and grade of inflammation of insertion site for intravenous fluids.
The phlebitis scale include the following scores:
- score of 0 : At this stage the intravenous site appears near
- Score of 1: At this stage the intravenous site has slight pain and redness.
- Score of 2: At this stage there may be evidence of pain and redness.
- Score of 3 : At this stage there is a clear evidence of pain, redness (erythema) and swelling (edema).
Therefore, based on the phlebitis scale the nurse would document the phlebitis as the score of 3.
Learn more about intravenous fluids here:
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Quantitative research<span> is a formal, objective, systematic process in which numerical data are used to obtain information about the world. This </span>research<span>method is used: to describe variables; to examine relationships among variables; to determine cause-and-effect interactions between variables.</span>
