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Dear Meyaiwee,

As you know there is a section in my Files for Math Tutorials only and it does

contain how to calculate pediatric doses using 's Rule.

When calculating pediatric and geriatric dosages, weight is the most

contributing factor for accuracy. It is also important when considering

specific populations, disease state and metabolism of drugs. This is especially

true for pediatric and elderly patients. ’s rule is one way of

calculating a child’s dose using the child’s weight.

While I have explained the math and the use of 's Rule in my tutorial, I

thought it might be a good idea to see what other's think of the importance. I

entered key words " 's rule' into Google and found the following:

“'s Rule is a medical term referring to a procedure used to calculate the

amount of medicine to give to a child aged 2-17. The procedure is to take the

child's weight in pounds, divide by 150 lb, and multiply the fractional result

by the adult dose to find the equivalent child dosage. For example: If an adult

dose of medication calls for 30 mg and the child weighs 30 lb. Divide the weight

by 150 (30/150) to get 1/5. Multiply 1/5 times 30 mg to get 6 mg.

's Rule is not used clinically, but it is a popular dosage calculation

formula for pediatric nursing instructors.â€

http://en.wikipedia.org/wiki/'s_rule

I cannot say that I agree with the last sentence!

I also found the following:

“'s Rule

Divide the child’s weight

(in pounds) by 150 to get the

approximate fraction of

the adult dose to give

to the child.

Example: For a 50 pound child give 50/150 (or 1/3) of the adult dose. Therefore,

if the adult dose is 30 drops taken 3 times per day, the child’s dose will be

10 drops taken 3 times per day

(not 30 drops taken 1 time per day).â€

http://www.herbaled.org/THM/clarks.html

Weight is a much more precise method and must be considered for specific disease

states,

Hope this helps you,

Respectfully,

Jeanetta Mastron CPhT BS

Founder/Owner of this site

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Thank you sincerely for helping me understand. I'm scheduled to take m PTCB exam

next Wednesday. I bought the book Mosb'ys review for the Pharmacy Technician

Certification Examination (2nd ed), and in a practice test in the very beginning

it had a question about 's Rule. I was recently in a 6 month pharmacy

technician program, and my teacher had mentioned it but had said she was not

going to stress too much on the subject. It made me assume it wasn't something

to really think about, but i don't think it would hurt to find out about it. I'm

new to your study group, so i have yet to go through the math you have posted.

Thank you for taking the time to answer me, it's much appreciated.

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You are most welcome, Meyajwee!

 

Your instructor is correct in that it will probably not be stressed on the exam.

Doctor's, nurse practioner's, and Pharmacists who order  medication will most

likely use this formula. But you should know about it and if you were

compounding  you would use it.

The pharmacist may do the math then tell you how much drug to make, mix, count,

pour etc. There are techs who do this.It is not commonly used by the average

technician.

 

Hope this helps.

If you get a question like this,k there will probably only be one like it out of

the 90.

 

Jeanetta Mastron CPhT BS

F/O

 

From: meyaiwee@... <meyaiwee@...>

Subject: RE:'s rule

Date: Thursday, September 9, 2010, 5:09 PM

Thank you sincerely for helping me understand. I'm scheduled to take m PTCB exam

next Wednesday. I bought the book Mosb'ys review for the Pharmacy Technician

Certification Examination (2nd ed), and in a practice test in the very beginning

it had a question about 's Rule. I was recently in a 6 month pharmacy

technician program, and my teacher had mentioned it but had said she was not

going to stress too much on the subject. It made me  assume it wasn't something

to really think about, but i don't think it would hurt to find out about it. I'm

new to your study group, so i have yet to go through the math you have posted.

Thank you for taking the time to answer me, it's much appreciated.

------------------------------------

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