For the second question, since we’re looking for ml/hr does that mean we’re looking for the infusion rate? The video has really helped understand the basics, thank you so much
Exactly, no guesses involved... This is such a waterproof method, which I actually use to help a nurse student with her calculations via video conferencing. Her teacher has given her extensive calculations which ofc make sense but are impossible to understand unless you learn everything by heart. So thanks for giving me a job, basically! Your method makes it so fun to teach :)
A prescription for a suspension calls for a dose of 250mg to be given twice a day. If the suspension contains 300mg/5ml, how many ml are needed for one dose? Please solve this
250mg is your given info. 300mg/5mL is your conversion factor. Flip it to 5mL/300mg and multiply this by 250mg. Now you can cancel out the mg's, and are left with mL's. (250 x 5) / 300 gives you your answer in mL's.
@@SynthesisMedEd i need help as well. Im not quite getting it. My question: The physician orders Dilantin 150mg po tid. Available to the nurse is 125mg/4ml. The nurse would administer how many mls per dose?
@@amandas.6331 150mg is your given info. 125mg/4ml is the conversion. Turning 150 mg --> ?? ml Is your goal. So do like the video said: 150mg(info) x 125mg/4ml(conversion)= ?? ml *when you flip the conversion, you can get rid of the mg* 150mg x 4ml/125mg = ?? ml *mg in 150 & 125 cancel out once flipped which will lead to having only ml in the equation:* 150 x 4ml /125 = 4.8 ml Hope that helps
is there any way you can use this method to explain about drip sets and drops per minute? i’m having a hard time with prehospital dosages when they add drip sets like macros and micros…
Glad you asked. Set up the problem the exact same way. Then plug in the drip set you are using as a conversion factor. e.g , micro drip tubing is 60 drops/mL. Make sure to flip this so that you can cancel the mL's, then you're left with drops/minute. For macro drip tubing, make sure you use the right one (i.e., 10 vs 15 vs 20 drop tubing).
BID means give this dose twice per day. If the instructions say "## mg per day, divided q12hr" or "## mg per day, divided BID," then you divide the dose as per the instructions.
A prescription for a suspension dosage is 20mg/kg/day to be given every 8 hrs. If the suspension contains 250mg/5ml, how many ml are needed for a 3yr old boy with 13kilogram weight ? Please solve this
Per kg is to be given 20mg per day so to 13kg baby will given 13×20=260mg per day as baby weight is 13 kg. now the day is divided by every 8hr so it will become 3 times a day because 24hr÷8hr=3times. Now each time will be given 260mg/3times=86.66mg per time. Now 250mg/5ml dose is available so we can do the calculation as (5ml/250mg)×86.66=1.73ml per time
It is the drug concentration. This figure will be printed on the actual vial or infusion bag you are using. The drug concentration is a “conversion factor” that can be used in your math calculation. You can also flip the drug concentration (flip the numerator and denominator) as needed in order to cancel out the units you need to get rid of in your equation.
@@SynthesisMedEd I think I’m starting to understand, can you tell me if I’m right. First comes the unit we’re given next comes the ratio and last if we’re giving one a conversion of say 1mg/1000mcg
I think you are displaying the equation wrong such that it might confuse people, as it did me. The rate is 0.01 (mcg/kg)/min. So that would equate to 0.01 mcg/(kg)(min). This is what allows you to cancel minutes using dimensional analysis. The way your are displaying the equation makes it looks as though kg/min is in the denominator of the rate, which it is not. It is actually (kg)(min) which is in the denominator of the rate. Just a suggestion.
Best video I've ever watched on drug calculations. No doubt will use these skills throughout my future career. Thank you
Thank you. My worst nightmare is the calculations. This video is going to be very helpful. 💯
So elaborate! Thank you
Thank you so much for this.
thank you! you made it easy
Thank you 🙏🏽
I really appreciate your solutions...very helpful
And my dog weighs 95 lb and his medicine is 2.5 mg how many pills will that be for a 95 lb dog walk around
Nice 👏
How did you cancel out the minutes in problem #2 since the denominator was 1/min and the numerator was min?
Thankyou so much!
Thanks for this
Thanks
Thank you
For the second question, since we’re looking for ml/hr does that mean we’re looking for the infusion rate? The video has really helped understand the basics, thank you so much
Correct.
Perfect
Wow...takes out all the guesswork..if the dimensions cancel you can't go wrong!
Exactly!
Exactly, no guesses involved... This is such a waterproof method, which I actually use to help a nurse student with her calculations via video conferencing.
Her teacher has given her extensive calculations which ofc make sense but are impossible to understand unless you learn everything by heart.
So thanks for giving me a job, basically! Your method makes it so fun to teach :)
Woww, thanks alot. What is this method called? ☺️
A prescription for a suspension calls for a dose of 250mg to be given twice a day. If the
suspension contains 300mg/5ml, how many ml are needed for one dose? Please solve this
250mg is your given info. 300mg/5mL is your conversion factor. Flip it to 5mL/300mg and multiply this by 250mg. Now you can cancel out the mg's, and are left with mL's. (250 x 5) / 300 gives you your answer in mL's.
@@SynthesisMedEd i need help as well. Im not quite getting it. My question: The physician orders Dilantin 150mg po tid. Available to the nurse is 125mg/4ml. The nurse would administer how many mls per dose?
@@amandas.6331 150mg is your given info. 125mg/4ml is the conversion. Turning 150 mg --> ?? ml Is your goal. So do like the video said:
150mg(info) x 125mg/4ml(conversion)= ?? ml
*when you flip the conversion, you can get rid of the mg*
150mg x 4ml/125mg = ?? ml
*mg in 150 & 125 cancel out once flipped which will lead to having only ml in the equation:*
150 x 4ml /125 = 4.8 ml
Hope that helps
@@SynthesisMedEd so basically just cross multiply
Wao
is there any way you can use this method to explain about drip sets and drops per minute? i’m having a hard time with prehospital dosages when they add drip sets like macros and micros…
Glad you asked. Set up the problem the exact same way. Then plug in the drip set you are using as a conversion factor. e.g , micro drip tubing is 60 drops/mL. Make sure to flip this so that you can cancel the mL's, then you're left with drops/minute. For macro drip tubing, make sure you use the right one (i.e., 10 vs 15 vs 20 drop tubing).
@@norlanmaltez7402 thanks a ton!
You can check registered nursing channel on TH-cam
Please change your background music, it's creeping me out while trying to absorb all the information.
You have a point. I don't use this music anymore. Seemed like a good idea at the time. LOL.
Trueee ..
Sounds like the end of the world now that I'm having my prelims this week 😂
Interessant
Tnx
I thought you got to divide the 16 mL to two since it is Bid
BID means give this dose twice per day. If the instructions say "## mg per day, divided q12hr" or "## mg per day, divided BID," then you divide the dose as per the instructions.
A prescription for a suspension dosage is 20mg/kg/day to be given every 8 hrs. If the
suspension contains 250mg/5ml, how many ml are needed for a 3yr old boy with 13kilogram weight ? Please solve this
1.73 ml
Per kg is to be given 20mg per day so to 13kg baby will given 13×20=260mg per day as baby weight is 13 kg.
now the day is divided by every 8hr so it will become 3 times a day because 24hr÷8hr=3times.
Now each time will be given 260mg/3times=86.66mg per time.
Now 250mg/5ml dose is available so we can do the calculation as (5ml/250mg)×86.66=1.73ml per time
Correct! Nice job!
❤️❤️
Where did you get the 5mL and 400mg at 4:16
It is the drug concentration. This figure will be printed on the actual vial or infusion bag you are using. The drug concentration is a “conversion factor” that can be used in your math calculation. You can also flip the drug concentration (flip the numerator and denominator) as needed in order to cancel out the units you need to get rid of in your equation.
@@SynthesisMedEd thank you I’m trying to learn this before I begin nursing school and I just had to make sure I didn’t miss something.
@@SynthesisMedEd I think I’m starting to understand, can you tell me if I’m right. First comes the unit we’re given next comes the ratio and last if we’re giving one a conversion of say 1mg/1000mcg
where does the 5mL÷400mg came from?
in 1
It is one of the available standard concentrations at the pharmacy.
ভাই বাংলা ভার্সন কবে আসবে?
dose this work good for pharmacy technician math?
Yes, it should.
Hi if my dog weighs 95 lb and his medicine is 2.5 mg how many would that give him twice a day doses twice a day
I think you are displaying the equation wrong such that it might confuse people, as it did me. The rate is 0.01 (mcg/kg)/min. So that would equate to 0.01 mcg/(kg)(min). This is what allows you to cancel minutes using dimensional analysis. The way your are displaying the equation makes it looks as though kg/min is in the denominator of the rate, which it is not. It is actually (kg)(min) which is in the denominator of the rate. Just a suggestion.
You are correct.
@@SynthesisMedEd Still great presentation and example. No offense meant.
Nope I couldnt follow. I need dosage for dummies.
😫
Thank U but it's a simple mathematics
You're too fast