The nurse responds to the client's questions about CAM therapies and explains that some have been popular for centuries in treating conditions of the body and mind including which of the following? (Select All that Apply.)

To find the volume of amoxicillin solution the nurse needs to administer, we can divide the desired dose (300 mg) by the concentration of the solution (250 mg/5 mL).

Here's the calculation:

Amoxicillin volume (mL) = Desired dose (mg) / Concentration (mg/mL) Amoxicillin volume (mL) = 300 mg / 250 mg/5 mL

Since we're dividing by a fraction, it's mathematically equivalent to multiply by the reciprocal of the fraction. The reciprocal of 250 mg/5 mL is 5 mL/250 mg.

Amoxicillin volume (mL) = 300 mg * (5 mL / 250 mg)

Cancel out the milligrams (mg) units:

Amoxicillin volume (mL) = 300 mg / 250 mg * 5 mL

Amoxicillin volume (mL) = 1.2 mL (rounded to one decimal place)

However, since we are dealing with medication, it's best to round to the nearest whole number for accuracy in administering the dose.

Therefore, the nurse should administer 6.0 mL of amoxicillin oral solution.

A. Most CAM therapies are not totally ineffective: While some CAM therapies may lack strong scientific evidence, it's not accurate to say they are all ineffective. Some CAM therapies may have benefits, but it's important to be aware of them to avoid interactions.

B. Not all CAM therapies are dangerous: Many CAM therapies are generally safe. However, some can interact with medications or have unforeseen side effects, so assessing use is crucial.

C. Additional treatment may still be needed: Even if a patient uses CAM, they might still require conventional medical treatment. Assessing CAM use helps ensure a complete picture of the patient's healthcare regimen.

D. CAM therapies could interact with prescription and OTC medications. Correct. The primary reason to assess CAM use is to identify potential interactions with medications, potentially improving patient safety and treatment effectiveness.