A client is to receive a penicillin intramuscular (IM) injection in the ventrogluteal site. What is the correct angle that the nurse should use for the needle insertion?
90 degrees
45 degrees
15 degrees
60 degrees
The Correct Answer is A
A) 90 degrees: For intramuscular (IM) injections, including in the ventrogluteal site, the needle should be inserted at a 90-degree angle to ensure that the medication is deposited deep into the muscle tissue. This angle allows the needle to penetrate the skin and subcutaneous tissue directly into the muscle where it can be absorbed efficiently. The ventrogluteal site, being a large and well-muscled area, is ideal for IM injections because it is less likely to cause damage to nerves or blood vessels, and a 90-degree angle ensures proper placement of the medication.
B) 45 degrees: A 45-degree angle is commonly used for subcutaneous injections which go into the fatty tissue just beneath the skin. This angle ensures that the medication is delivered into the correct layer of tissue, allowing for slow absorption. However, when administering an IM injection, a 45-degree angle would not be deep enough to reach the muscle and could result in improper placement, potentially affecting the medication's effectiveness and increasing the risk of irritation at the injection site.
C) 15 degrees: A 15-degree angle is far too shallow for an intramuscular injection and is typically used for intradermal injections, where the medication is injected just beneath the skin into the dermal layer. Using such a shallow angle for an IM injection would likely cause the needle to remain in the subcutaneous tissue, preventing the medication from reaching the muscle layer and significantly reducing its effectiveness.
D) 60 degrees: A 60-degree angle is too steep for intramuscular injections. At this angle, the needle may not effectively reach the muscle tissue and could cause the medication to be injected too superficially into the subcutaneous layer. This would not allow for proper absorption of the drug and may lead to irritation or a delayed therapeutic effect.
Nursing Test Bank
Naxlex Comprehensive Predictor Exams
Related Questions
Correct Answer is C
Explanation
A) Use perfumes and air fresheners: Using perfumes and air fresheners may actually worsen nausea for some clients, as strong scents can trigger or exacerbate feelings of nausea, particularly in individuals undergoing chemotherapy. It is generally advisable to avoid strong odors in the environment to prevent triggering nausea.
B) Eat foods that are high in fibre: While a balanced diet is important, high-fibre foods may not be helpful in managing nausea and vomiting associated with chemotherapy. In fact, high-fibre foods can sometimes contribute to gastrointestinal discomfort, bloating, or constipation, which may worsen nausea in certain individuals. Therefore, fibre-rich foods are not the best option for reducing nausea and vomiting in this scenario.
C) Drink clear and carbonated beverages: Drinking clear liquids, such as water, ginger ale, or clear broths, can help reduce nausea by keeping the client hydrated and soothing the stomach. Carbonated beverages, such as ginger ale, are often recommended because the bubbles can help alleviate nausea and provide some relief. This is a well-established strategy for managing chemotherapy-related nausea and vomiting.
D) Walk frequently throughout the day: While physical activity is generally beneficial for overall health, walking frequently may not directly address nausea and vomiting caused by chemotherapy. In some cases, walking might even worsen nausea if the client is feeling weak or dizzy. Resting and staying hydrated may be more beneficial in the management of nausea associated with chemotherapy.
Correct Answer is ["4"]
Explanation
Identify the desired dose: The doctor has ordered 40 mg of atorvastatin.
Identify the available tablet strength: Each tablet contains 10 mg of atorvastatin.
Set up the calculation: We need to find out how many tablets are needed to administer 40 mg of the medication.
We can use the following formula:
(Desired dose) / (Tablet strength) = Number of tablets
Plug in the values and calculate:
(40 mg) / (10 mg/tablet) = 4 tablets
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