8.7 Calculating Medication Quantity and Days’ Supply

Preparing a drug claim for online processing includes entering specific information about each prescription filled, including the medication quantity and days’ supply of medication. Days’ supply is the correct amount of medication to fit the prescription duration until refill or end of use. If the information submitted is incorrect, the claim may be denied, or—if audited—the costs of the medication and services may not be reimbursed. Thus, calculating days’ supply of medication accurately is an important skill.

Certain drug formulations, such as ear (otic) and ophthalmic solutions and suspensions, are challenging to calculate when determining days’ supply. Many are available in both a solution and a suspension formulation. When calculating drops for a solution, the standard measure is equivalent to 20 drops per mL. For example, suppose that a prescription was written for Cortisporin otic solution, 4 drops into affected ear 3 times a day for 7 days, or 12 drops daily for 7 days. That would equal 84 solution drops. The 5 mL package size (providing 100 drops) would be dispensed.

However, suspension drops, because they are thicker in density, have fewer drops per mL than solutions. In the past, the measure was 16 drops of suspension to 1 mL, but since IV drops go in rates of 10, 15, and 20 gtt (drops) per minute, there has been a movement toward standardization to round down the measurement to 15 drops of suspension per mL rather than up to 16. The suspension drop rate now depends on individual pharmacy and insurance reimbursement policies.

You could receive a prescription for loteprednol (Lotemax) suspension with the sig “Place two drops in each (OU) eye four times a day for 10 days with one refill.” So two drops times four is eight drops a day. For 10 days, this prescription would need 80 drops. If you go by 16 gtt/mL, a 10 mL bottle would be estimated to contain 160 drops, and a 5 mL bottle estimated to contain 80 drops.

images Practice Tip

The standard measurement for solutions is 20 gtt (drops) to 1 mL. A suspension, which is a thicker liquid, is calculated as 15 or 16 drops to 1 mL (depending upon store or PBM policy).

However, if 15 drops per mL were used for estimation, the 5 mL bottle would be calculated to have 75 drops, which would be insufficient for a 10 days’ supply. The 10 mL bottle would be needed. If the technician provided the 15 mL package size pictured, or entered a 7 days’ supply amount instead of 10 days’ supply, then the claim could be rejected or challenged in an audit.

For some prescriptions, dispensing the exact days’ supply is not practical. A pharmacy may receive a prescription for cefdinir (Omnicef) antibiotic suspension with a sig “Give 1 teaspoonful daily for 10 days.” The total volume is 50 mL (5 mL/day × 10 days), but the smallest bottle of cefdinir suspension is 60 mL. Insurance plans recognize that there will be 10 mL of wastage and will approve the claim. In this circumstance, the technician should add the statement “Discard remainder after 10 days” to the medication container label.

The following examples show how to calculate medication amounts and days’ supply for actual prescriptions.

images Practice Tip

When a # sign comes before a number in a prescription, it means that this is the total quantity to be prescribed or in the packaging. For instance, #90 means 90 units (such as tablets, capsules, patches, and other forms).

images

Technicians find that it can often be tricky to calculate the days’ supply of prescribed suspension drops for eyes and ears. One needs to apply the formulation of the specific pharmacy or PBM for suspension drops per milliliter (gtt/mL).

Example 1

A prescription is received for:

imagesCiprofloxacin 500 mg
Take 1 tablet twice daily for 2 weeks.

How many tablets are needed for the 2 weeks’ supply?

1 week = 7 days × 2 weeks = 14 days

2 tablets/day × 14 days = 28.

Days’ supply is 28 tablets.

Example 2

How many days will the following medication last?

imagesHydrocodone/APAP in a strength of 5 mg/325 mg #90 Take 1 tablet every 4 to 6 hours prn for pain.

Step 1

Calculate the maximum number of tablets taken each day. If the patient takes 1 tablet every 4 hours, divide 24 (representing the total number of hours in a day) by 4 (24 ÷ 4) = 6. This means a maximum of 6 tablets could be taken in a day.

Step 2

Assuming the patient takes all 6 tablets per day, calculate the days’ supply for the 90 tablets dispensed.

90 tablets6 tablets/day=15 days

or90tablets1×1day6tablets=15days

This means that a new prescription cannot be filled—or the claim processed—prior to 15 days from the date of initial dispensing.

images Practice Tip

Most computer systems only allow for a full day when calculating the days’ supply. For instance, if 8.4 days is calculated, many pharmacies will round down to 8 full days, or up to 9 days if 8.5 or over.

Example 3

A prescription is received for:

imagesAugmentin 600 mg/5 mL
Give¾teaspoon twice daily for 10 days.

Augmentin is a brand suspension available as a generic suspension of amoxicillin and clavulanate potassium in quantities of 75 mL, 100 mL, and 150 mL. What is the days’ supply? What size bottle should be used? How much dispensed product will be unused?

Step 1

Calculate the volume prescribed for each dose remembering the conversion that 1 tsp = 5 mL.

This can be done using the ratio and proportion method as follows.

1tsp5mL=0.75tspxmL

Then cross multiply.

(1 tsp)(xmL)(1 tsp)=(0.75tsp)(5mL)(1 tsp)

Divide each side of the equation by 1 tsp to solve for x mL.

(1 tsp)(xmL)(1 tsp)=(0.75tsp)(5mL)(1 tsp)

x mL = 3.75 mL

The volume prescribed can also be calculated using dimensional analysis.

0.75 tspdose×5mLtsp=3.75 mL/dose

Each dose is 3.75 mL.

Step 2

Calculate the volume of drug to be given each day.

2dosesday×3.75 mLdose=7.5 mL/day

Step 3

Calculate the volume of drug to be given each day.

7.5mLday×10days=75 mL

Step 4

Select the most appropriate bottle size from the available stock and determine how much product will remain after the patient takes the prescribed amount.

You are told amoxicillin/clavulanate comes in 75 mL, 100 mL, and 150 mL bottles. The 75 mL bottle should be selected. Because the volume needed is the same as the supplied bottle, no medication will be leftover.

images Practice Tip

Most computer systems only allow for a full day when calculating the days’ supply. For instance, if 8.4 days is calculated, many pharmacies will round down to 8 full days, or up to 9 days if 8.5 or over.

Example 4

Insulin is available in 10 mL vials (1,000 units per 10 mL). How many days will the prescribed medication last?

imagesNovolin N, 2 vials, inject 40 units under the skin in the morning and 25 units in the evening, prn refills

Step 1

Calculate the total daily dose of insulin by adding the units in the two doses.

40units/am+25units/pm=65units/day

Step 2

Calculate the number of days that two vials will satisfy. Each vial contains 1,000 units of insulin.

2vials×1,000unitsvial=2,000units

Step 3

Now determine the number of days two vials of insulin will last.

2,000units×1day/65units=30.765days,or approximately a 30 days' supply

If you mistakenly input a 56-day supply in the prescription (28 days for each vial instead of 2 vials for 30 days) for insurance processing, the initial claim will be processed; however, the patient will not be able to get a needed refill after 30 days without calling the insurance provider to change and correct the original prescription claim.

images Practice Tip

Multi-use insulin vials are good for only 28 days once they have been opened. So a single vial cannot have days’ supply longer than 28 days.

Example 5

The pharmacy receives a the following.

imagesAugmentin 400 mg/5 mL, give 1 tsp tid for 7 days

images Put Down Roots

The sig tid comes from the Latin ter in die, which means three times in a day.

Medicaid insurance does not cover this strength but will cover Augmentin 600 mg/5 mL. Augmentin suspensions are available in 50 mL, 75 mL, and 100 mL bottles. If the substitution to the insured strength is made with prescriber approval, which bottle will be dispensed, what will the new dosing instructions be, and how much should remain after seven days?

Step 1

Determine how many milligrams of Augmentin are prescribed for each dose. Recall that 1 tsp = 5 mL.

1tsp1dose×5mL1tsp×400mg5mL=400mg/1dose

Step 2

Determine the volume of Augmentin 600 mg/5 mL is needed to provide the prescribed 400 mg per dose.

5mL600mg×400mg1dose=3.33mL/perdose

The new instructions should say “Take 3.33 mL three times day for seven days.”

Step 3

Calculate the volume of Augmentin 600 mg/5 mL needed for one day.

3.33mLdose×3dosesday=9.99mL/day,rounded to 10 mL/day

Step 4

Determine the volume of Augmentin 600 mg/5 mL needed for the prescribed 7-day course.

10mLday×7days=70mL

Step 5

Select the most appropriate bottle size from the available stock and determine how much product will remain after the patient takes the prescribed amount.

You are told amoxicillin/clavulanate comes in 50 mL, 75 mL, and 100 mL bottles. The 75 mL bottle should be selected.

75mL70mL=5mL

Approximately 5 mL will remain after 7 days and should be discarded. As the prescribed dose is 3.33 mL, a measuring device should be dispensed with the prescription. In most practice settings, the 3.33 mL dose would be rounded to 3.3 mL.