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The nurse receives an order to give atropine 300mcg SQ now. The medication is available in 1mg/mL vial. How many mL should the nurse administer?
(Record the answer to the tenth, or one decimal place. Use a leading zero if it applies. Do not use a trailing zero.)
Answer and Explanation

The Correct Answer is ["0.3"]

  1. Convert the ordered dose from micrograms (mcg) to milligrams (mg):

    • 300 mcg = 0.3 mg (since 1 mg = 1000 mcg)

  2. Use the formula:
    Dose to administer = (Desired Dose ÷ On-Hand Dose) × Quantity Available

    • Desired Dose (D) = 0.3 mg
    • On-Hand Dose (H) = 1 mg
    • Quantity Available (Q) = 1 mL

  3. Calculate:
    0.3 mg ÷ 1 mg × 1 mL = 0.3 mL

The nurse should administer 0.3 mL of the medication.


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Related Questions

Correct Answer is ["A","C","D"]

Explanation

a. This statement warrants further education because enteric-coated aspirin is specifically designed to be absorbed in the small intestine and should not be chewed. Chewing the enteric coated aspirin can interfere with its protective coating and may lead to stomach irritation.

b. This statement is correct. Taking the aspirin with food can help minimize stomach irritation.

c. This statement warrants further education. Aspirin, even in low doses, should not be given to young children without consulting a healthcare provider due to the risk of Reye's syndrome.

d. This statement warrants further education. Ringing in the ears (tinnitus) is not a normal side effect of aspirin, and persistent symptoms should be reported to the healthcare provider.

e. This statement is correct. Black, tarry stools can indicate gastrointestinal bleeding, and the healthcare provider should be notified promptly.

Correct Answer is ["97.0"]

Explanation

- To answer the question, we need to convert pounds (lb) to kilograms (kg) using the formula: 1 lb = 0.453592 kg

- Multiply the client's weight in lb by 0.453592 to get the weight in kg: 214 lb x 0.453592 kg/lb = 97.049648 kg

- Round the answer to the nearest tenth, or one decimal place: 97.049648 kg ≈ 97.0 kg - The final answer is: The client's weight in kg is 97.0 kg

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