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Welcome back to the RelayEd Tech Toolkit, a practical study newsletter designed to help pharmacy technicians build confidence one skill at a time.
Each issue works through a practical pharmacy skill, often through a calculation or concept you may encounter during training, on the PTCE, or in pharmacy practice, and connects it to how the skill is used in the real world.
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Today’s Theme: Minimum Accurate Weighable Quantity (MAWQ)
In compounding, getting the calculation right is only part of the job.
You also have to be able to measure and weigh the calculated amounts of ingredients accurately.
Balances have limits. If the quantity of an ingredient is too small relative to the sensitivity of the balance, the potential percentage error becomes too large.
The minimum accurate weighable quantity (MAWQ) is the smallest quantity that can be weighed on a balance while staying within a specified percentage error.
Two relationships to know
The sensitivity requirement (SR) describes the smallest mass that produces a measurable response on a balance. Traditional pharmacy calculations commonly use an SR of 6 mg for a Class III prescription balance.
Minimum accurate weighable quantity:
MAWQ = (Sensitivity Requirement × 100) ÷ Allowable % Error
Maximum potential % error:
Error = (Sensitivity Requirement ÷ Quantity Weighed) × 100
Remember
The smaller the allowable percentage error, the larger the minimum amount that must be weighed.
And if the amount of drug required is below the MAWQ, simply placing that amount on the balance does not solve the problem.
You may need to use another technique, such as the aliquot method, to measure the required amount accurately.
Calculation Corner: MAWQ
Example 1: Finding the Minimum Accurate Weighable Quantity
A balance has a sensitivity requirement of 6 mg.
The maximum allowable error is 5%.
What is the minimum accurate weighable quantity?
Step 1: Identify the relationship
MAWQ = (Sensitivity Requirement × 100) ÷ Allowable % Error
Step 2: Substitute the values
MAWQ = (6 mg × 100) ÷ 5
MAWQ = 600 mg ÷ 5
Answer: 120 mg
At least 120 mg should be weighed if the potential error is to remain at or below 5%.
Why this matters
Suppose a compounded prescription requires only 30 mg of an active ingredient.
The calculation may correctly tell you that 30 mg is needed.
But if the MAWQ of the balance is 120 mg, weighing 30 mg directly would exceed the desired accuracy limit.
The next question becomes:
How can you accurately obtain 30 mg without directly weighing only 30 mg?
That is where techniques such as the aliquot method become important.
Example 2: Finding the Maximum Potential Error
A balance has a sensitivity requirement of 6 mg.
A student weighs 150 mg of powder.
What is the maximum potential error?
Step 1: Identify the relationship
% Error = (Sensitivity Requirement ÷ Quantity Weighed) × 100
Step 2: Substitute the values
% Error = (6 mg ÷ 150 mg) × 100
% Error = 0.04 × 100
Answer: 4%