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Prepared by:
NIMFA D. DOMULOT
Teacher III
Baquilan Resettlement High School
Least Mastered Skill
Compute oral dosages.
Code: LO 1. 1.2
TLE_HECGPM7/8-Og-4
Now, what can
you say about
the pictures?
How about these
pictures?
Did you hear this saying
before? What can you
say about this?
1. How many ml of a medicine are in
three bottles if one bottle has 60 mL?
2. How many mg of a drug are in 8
capsules if 6 capsules contain 3000
mg?
3. How many mg of a medicine are in 3
tablets if 2 contain 10 mg?
Oral drugs are administered orally can be in the
form of tablet, capsule or liquid. Oral drugs are
mostly available in a limited number of strengths
or concentrations. It is, therefore, very important
that you have the skill to calculate prescribed
dosages for different drug forms.
For you to administer an oral drug
safely, you must make sure that it is
the correct drug with the right
dosage. Therefore, it is very vital that
you would be able to read and
interpret oral drug labels.
1. Identify the drug name.
Pay attention to the active, or generic
name, since too much of an active ingredient can be harmful
if you take more than one product with the same active
ingredient without knowing it.
2. See the dosage strength.
Pay close attention to the labels of two same drugs which may look
exactly aside from that of the dose strength.
Can you
differentiate
the two?
For the best shelf life, store all
medications in a cool, dry place.
3. Check the Expiration Date.
1. Use the correct units of measure to
avoid errors in calculating doses.
2. Be careful in placing decimal and zero.
3. Double-check answers.
Remember the rules to
accurately calculate drug
dosages and eliminate errors
as well.
1. Prepare the equation by using ratios in
proportion.
2. Start with the solution by considering that the
product of the means is equivalent to the
product of the extremes. Means being the
middle items and extremes being the external
item.
3. Solve for the value of X.
4. Double check your work by completing the
equation using ratios in proportion.
Now these are the steps in
calculating drug dosages
using ratios and Proportions
How many mL of a medicine are in two bottles if one bottle has 60 mL?
1 bottle : 60 mL :: 2 bottles : X
Prepare the equation by using
ratios in proportion.
Start with the solution by considering that the product
of the means is equivalent to the product of the
extremes. Means being the middle items and extremes
being the external item.
1 bottle : 60 mL :: 2 bottles : X
Means
Extremes
Solve for the value of X.
1 bottle : 60 mL = 2 bottles : X
1 bottle x X = 60 mL x 2
bottles
1 bottle X = 120 mL bottles
bottle bottle
X = 120 mL
Double check your work by completing the
equation using ratios in proportion.
1 bottle : 60 mL :: 2 bottles : 120 mL.
Multiply the means
60 x 2 = 120
Multiply the extremes
1 x 120 mL. = 120 mL
If the product of the means is equal to the product of the
extremes, then the answer is correct.
How many mg of a drug are in 4 capsules if 3 capsules contain 1500 mg.?
Prepare the equation by using ratios
in proportion.
3 capsules: 1500 mg :: 4 capsules : X
Start with the solution by considering that the product
of the means is equivalent to the product of the
extremes. Means being the middle items and extremes
being the external item.
3 capsules: 1500 mg :: 4 capsules: X
Means
Extremes
Solve for the value of X.
3 capsules: 1500 mg. = 4 capsules: X
3 capsules x X = 1500 mg x 4 capsules
3 capsules X = 6000 mg capsules
3 capsules 3 capsules
X = 2000 mg
Therefore, the 4 capsules contain 2000 mg .
Double check your work by completing the
equation using ratios in proportion.
3 capsules: 1500 mg. :: 4 capsules : 2000 mg.
Multiply the means
1500 x 4 = 6000
Multiply the extremes
3 x 2000 = 6000
If the product of the means is equal to the product of the
extremes, then the answer is correct.
If 3 tablets contain 2400 mg, how many mg are there in 2 tablets?
Prepare the equation by using
ratios in proportion.
3 tablets : 2400 mg :: 2 tablets : X
Start with the solution by considering that the product
of the means is equivalent to the product of the
extremes. Means being the middle items and extremes
being the external item.
Means
Extremes
3 tablets : 2400 mg :: 2 tablets : X
Solve for the value of X.
Therefore, the 2 tablets contain 1600 mg .
3 tablets : 2400 mg = 2 tablets : X
3 tablets x X = 2400 mg x 2 tablets
3 tablets X = 4800 mg tablets
3 tablets 3 tablets
X = 1600
Double check your work by completing the
equation using ratios in proportion.
3 tablets: 2500 mg. :: 2 tablets: 1600 mg.
Multiply the means
2400 x 2 = 4800
Multiply the extremes
3 x 1600 = 4800
If the product of the means is equal to the product of
the extremes, then the answer is correct.
1. If one bottle of cough syrup has 120 ml of , and your doctor prescribed
you to buy 4 bottles, how many mL of medicine do you need to take?
2. Liza consulted her doctor and gave her prescriptions. If 5 capsules contain
1250 mg., how many mg. of a drug are there is 21 capsules?
3. The mother bought the prescribed drugs in the pharmacy. If 12 tablets
contain 3000 mg, how many mg. are there in 4 tablets?
4. Doctor's order: Tetracycline syrup 150 mg po once daily
Medication label: Tetracycline syrup 50 mg/mL
How many mL should be administered per day?
Doctor, Doctor I am Sick!
Calculate my prescriptions!
1. The doctor orders 90 milligrams of liquid cough syrup. The liquid cough syrup has a
label that reads 120 milligrams in 5 milliliters. How much cough syrup should the nurse
give to the patient?
2. The doctor orders 80 mg of liquid cough syrup. The cough syrup is labeled 100 mg in 5
ml. How many ml should the patient receive?
3. Say the dosage strength is 250 mg per 5 mL and the bottle contains 2 FL Oz ( 2 fluid
ounce) of oral solution. If the doctor orders 500 mg, how much oral solution will you
give?
4. A bottle contains 20 mg per 3 mL. Doctor orders 40 mg. Give ___.
5. Doctor orders 60 mg. The bottle contains 120 mg per 10 mL. Give ___.
OMD (Oh my dose!)
1. Say the dosage strength is 100 mg and there are 200 tablets in the
bottle. If the doctor orders 300 mg, how many tablets will you give?
2. Say the dosage strength is 100 mg and there are 100 tablets in the
bottle. If the doctor orders 50 mg, how many tablets will you give?
3. 750 mg of Cifrofloxacin is prescribed. On hand are 500 mg. tablets.
How many tablets should be given?
4. Doctor's order: 125 mg of medication once a day
Medication label: 1 tablet = 250 mg
How many tablets should be administered daily?
5. Tylenol 650 mg is ordered. Dosage strength of 1 Tylenol is 325 mg.
Give ____.
I. Calculate the following dosages.
1. You are to give 30 mg. of Inderal. The available dosage strength is a
scored 60mg. tablet. What amount will you give?
2. A Potassium penicillin 1,200,000 u has been ordered for your
patient. The available tablets are 400,000 u each. What amount will
you give?
3. Sodium Seconal capsules are labeled 100 mg. How many will be
administer if the order is for gr 1 1/2?
4. Lanoxin/Digoxin 60 mcg is ordered. The bottle is labeled 50 mcg/ml.
How many ml would you give? _____________________
5. Tylenol elixir comes 325 mg per 12.5 ml. The doctor ordered 260
mg. How many ml would you give? ____________________
6. Order: 500 mg = ____________
Supply on hand: 250 mg per tablet
7. Order: 1 g
Supply on hand: 0.5 g per capsule
8. Order: 50 mg
Supply on hand: 25 mg per 5 mL
9. Order: 500 mg
Supply on hand: 125 mg per caplet
10. Order: 500 mg
Supply on hand: 50 mg per 2 mL
The physician has ordered Prednisone 12.5 mg to be
given orally. Available are Prednisone in each of the
following dosages. The fewest number of whole tablets
needs to be given. What combination of the tablets
would you give?
PREDNISONE
TABLET, USP
LOT NO: C6J2598
EXP. DATE: JUN 05
Mfg. for: SCHEIN
FLORHAM PARK, NJ 07932
USA
10 mg PREDNISONE
TABLET, USP
LOT NO: C6K2813
EXP. DATE: AUG 05
Mfg. for: SCHEIN
FLORHAM PARK, NJ 07932
USA
5 mg PREDNISONE
TABLET, USP
LOT NO: 962429
EXP. DATE: AUG 05
Mfg. for: SCHEIN
FLORHAM PARK, NJ 07932
USA
2.5 mg
____________tab ___________tab __________tab
Doctor Doctor I am Sick!
1. 480 ml.
2. 26, 250 mg.
3. 1000 mg.
4. 3 ml. Calculate my prescriptions!
1. 3.75 ml.
2. 4 ml.
3. 10 ml.
4. 6 ml.
5. 5 ml.
OMD (Oh my dose!)
1. 3 tablets
2. 0.5 or half a tablet
3. 1.5 tablets
4. ¼ tablet
5. 2 tablets
I.
1. ½ tablet
2. 3 tablets
3. 1 tablet
4. 1.2 ml.
5. 10 ml.
6. 2 tablets
7. 2 capsules
8. 10 ml.
9. 4 caplets
10.20 ml.
1-10 mg tab
0-5 mg tab
1-2.5 mg tab
1. 180 ml.
2. 24,000 mg.
3. 15 mg.
http://www.flinders.edu.au/slc_files/Documents/Red%20Guides/Drug%20Calculations.pdf
http://www.registerednursern.com/dosage-calculations-quiz-oral-medications-for-nursing-students-nurses/
https://www.google.com.ph/search?q=activity+1&rlz=1C1CHBD_enPH713PH713&source=lnms&tbm=isch&sa=X&ve
d=0ahUKEwiEsunI8sLZAhVBj5QKHcCmC2QQ_AUICigB&biw=1093&bih=530#imgrc=Y1fMDqP87g7jqM:
https://www.google.com.ph/search?q=activity+2+image&rlz=1C1CHBD_enPH713PH713&source=lnms&tbm=isch&s
a=X&ved=0ahUKEwi3z77vzsLZAhXFl5QKHaoyBuwQ_AUICigB&biw=1093&bih=490#imgrc=c8OccacLsGv50M:
https://www.quia.com/files/quia/users/smdahlgren/dosage
https://www.google.com.ph/search?rlz=1C1CHBD_enPH713PH713&biw=1093&bih=530&tbm=isch&sa=1&ei=gJ2TW
qSXFITG0gSt65TwBw&q=activity+3+&oq=activity+3+&gs_l=psy-
ab.3...3246.4215.0.5002.5.5.0.0.0.0.0.0..0.0....0...1c.1.64.psy-ab..5.0.0....0.32J57WJlsBk#imgrc=V5R0qFZCLO1YkM:
https://www.google.com.ph/search?q=prescription+sign&rlz=1C1CHBD_enPH713PH713&source=lnms&tbm=isch
&sa=X&ved=0ahUKEwiHg62wh8PZAhXDFpQKHd8gAGQQ_AUICigB&biw=1064&bih=492#imgrc=_
https://www.georgebrown.ca/uploadedFiles/TLC/_documents/Drug%20Dosage%20Calculations.pdf
https://www.basic-mathematics.com/oral-solution-dosage-calculation.html
https://www.basic-mathematics.com/tablet-dosage-calculation.html
https://www.registerednursing.org/nclex/dosage-calculations/
http://www.unc.edu/~bangel/quiz/testtab.htm
http://iuhealth.org/images/uploads/safe-med-admin-pep-guide-Rev1-13.pdf
https://www.google.com.ph/search?rlz=1C1CHBD_enPH713PH713&biw=1093&bih=530&tbm=isch&sa=1&ei=1Vm
XWsz9OsTX0gSwlKeoDw&q=good++morning+in+korea+lee+min+ho&oq=good++morning+in+korea+lee+min+ho&g
s_l=psy-ab.3...24974.27735.0.28125.11.11.0.0.0.0.275.1767.0j2j6.8.0....0...1c.1.64.psy-
ab..3.2.393...0i30k1j0i10i24k1j0i13k1.0.GZdWEtvCimc#imgdii=IK3ZBIBTJPVcDM:&imgrc=NMcuxu8bVA-gFM:
http://www.germanna.edu/wp-
content/uploads/tutoring/handouts/HowtoSolveDrugDosageProblemsAugust2012.pdf
https://www.google.com.ph/search?rlz=1C1CHBD_enPH713PH713&biw=1093&bih=490&tbm=isch&sa=1&ei=VfSU
WvHTNYqm0ATH2Y74Dg&q=the+doctor+is+in+clip+art&oq=the+doctor+is+in+clip+art&gs_l=psy-
ab.3...140521.142767.0.143101.10.9.0.1.1.0.130.971.1j8.9.0....0...1c.1.64.psy-
ab..0.5.466...0j0i67k1j0i24k1.0.peBrM0sLY-U#imgrc=-MPBKdWb_4MS8M:
https://www.google.com.ph/search?rlz=1C1CHBD_enPH713PH713&biw=1093&bih=490&tbm=isch&sa=1&ei=C_qU
WpWVD8bG0gTWhp6oDw&q=laughter+is+the+best+medicine&oq=laughter+is+the+best&gs_l=psy-
ab.1.0.0l10.159062.162688.0.165672.20.13.0.7.7.0.162.1206.8j4.12.0....0...1c.1.64.psy-
ab..1.19.1260...0i67k1.0.vDYg6sM65zo#imgrc=xe-YCZhx9-EzdM:
https://www.iccb.org/iccb/wp-
content/pdfs/adulted/healthcare_curriculum/curriculum&resources/context_math/HC1-Calulating_Dosage.pdf
https://www.google.com.ph/search?rlz=1C1CHBD_enPH713PH713&biw=1093&bih=530&tbm=isch&sa=1&ei=skiX
WrPhM5Lt0AS77bCgDw&q=doctor+checking+up+a+patient+clip+art&oq=doctor+checking+up+a+patient+clip+art&
gs_l=psy-ab.3...38381.39844.0.40182.8.8.0.0.0.0.175.972.0j6.6.0....0...1c.1.64.psy-
ab..2.0.0....0._0_7ib4bXB4#imgrc=_
https://www.google.com.ph/search?q=health+is+wealth&rlz=1C1CHBD_enPH713PH713&tbm=isch&tbo=u&source
=univ&sa=X&ved=0ahUKEwjUnt2l9cnZAhWErJQKHWueAngQsAQIMw&biw=1093&bih=530#imgrc=pAKpWPckuwVA
eM:
You are now ready for
the next lesson ….

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