Free Online Flashcard Deck

2 Oral Medication Dosage Calculations Free Online FlashCards

Study 2 Oral Medication Dosage Calculations with 12 free online flashcards. Review key terms, definitions, and concepts with this interactive flashcard deck.

12 cards
01
Front

What is the basic formula for an oral medication dose?

Back

Use amount to give=(ordered dose÷dose on hand)×quantity on hand\text{amount to give}=(\text{ordered dose}\div\text{dose on hand})\times\text{quantity on hand}. Match dose units before calculating.

02
Front

Why must dose units match before calculating?

Back

Convert the ordered dose and product strength to the same unit before dividing; for example, convert grams to milligrams when needed.

03
Front

An order is 375 mg375\text{ mg}; tablets contain 250 mg250\text{ mg} each. What does the calculation yield?

Back

The calculation is 375 mg÷250 mg/tablet=1.5375\text{ mg}\div250\text{ mg/tablet}=1.5 tablets. Give a fractional tablet only if that product can appropriately be split and policy permits it.

04
Front

Can a capsule be divided to give a fractional capsule dose?

Back

Do not split capsules to obtain a fractional capsule dose. Seek an appropriate strength or formulation, or clarify the order if the calculated dose cannot be given with the available form.

05
Front

How do you calculate the volume of an oral liquid dose?

Back

Divide the ordered dose by the amount of medicine per milliliter to find the volume. The result is a volume in mL\text{mL}, not a mass.

06
Front

An order is 0.75 g0.75\text{ g}; capsules contain 250 mg250\text{ mg} each. How many capsules?

Back

Convert 0.75 g0.75\text{ g} to 750 mg750\text{ mg}, then calculate 750 mg÷250 mg/capsule=3750\text{ mg}\div250\text{ mg/capsule}=3 capsules.

07
Front

When should a calculated dose be rounded?

Back

Keep the full calculated value during the work and round only the final answer, following the stated instructions or local policy.

08
Front

What common classroom rounding convention applies to oral liquid volumes?

Back

As a common classroom convention, volumes over 1 mL1\text{ mL} may be rounded to the nearest tenth and volumes under 1 mL1\text{ mL} to the nearest hundredth. Follow more specific instructions or policy when given.

09
Front

What decimal notation practices help reduce medication errors?

Back

Use a leading zero for values below one, such as 0.5 mL0.5\text{ mL}, and omit unnecessary trailing zeros, such as writing 5 mg5\text{ mg}, not 5.0 mg5.0\text{ mg}.

10
Front

What should be used to measure an oral liquid dose?

Back

Measure oral liquids with a suitable marked oral dosing device, preferably one marked only in metric units. Do not use kitchen spoons.

11
Front

What should happen if the calculated dose cannot be given with the available form?

Back

Do not round an impractical result into a different dose. Seek an appropriate strength or formulation, or clarify the order with a pharmacist or prescriber.

12
Front

An order is 125 mg125\text{ mg}; liquid contains 250 mg/5 mL250\text{ mg}/5\text{ mL}. What volume is calculated?

Back

(125 mg÷250 mg)×5 mL=2.5 mL(125\text{ mg}\div250\text{ mg})\times5\text{ mL}=2.5\text{ mL}.