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A patient is to receive 0.25 mg of Medication A per kg of body weight per day.

1. If the patient is a 157 lb man, how much Medication A will he need?

2. This medication comes in enteric-coated pills of 4 mg each. How many pills can the patient receive per day?

3. The same medication is given as 1 pill every 4 hours. If the first dose today is given at 8 AM, when is the last dose given?

Answer :

The patient weighing 157 lb will need approximately 17.805 mg of Medication A per day. They can receive a maximum of 4 pills per day (4 mg per pill). If the medication is given every 4 hours starting at 8 AM, the last dose will be administered at 4 AM the following day.

To calculate the amount of Medication A the patient will need:

1. Convert the patient's weight from pounds to kilograms:

157 lb ÷ 2.205 lb/kg = 71.22 kg (rounded to two decimal places)

2. Calculate the medication dosage based on the patient's weight:

0.25 mg/kg/day × 71.22 kg = 17.805 mg/day (rounded to three decimal places)

Therefore, the patient will need approximately 17.805 mg of Medication A per day.

To determine the number of pills the patient can receive per day:

1. Calculate the number of pills required for the daily dosage:

17.805 mg ÷ 4 mg/pill = 4.45125 pills

Since the patient cannot receive a fraction of a pill, the patient can receive a maximum of 4 pills per day.

Regarding the timing of doses:

If the medication is given 1 pill every 4 hours starting at 8 AM, the last dose will be given 4 hours before the next day's 8 AM dose. Therefore, the last dose will be given at 4 AM the following day.

To know more about medication dosage, refer to the link below:

https://brainly.com/question/31358414#

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