Pediatric Nursing Math Tips: Calculating Safe Dosages

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  • Опубліковано 13 гру 2013
  • Luanne Livermore, RN, BSN giving her metrology review. This session is on calculating the safe dosages of medications for various sized infants and children. Revised on 14 December 2013.

КОМЕНТАРІ • 23

  • @MsBubu900
    @MsBubu900 7 років тому +2

    You teach like my teacher. Next video, please.

  • @gracewaithaka9382
    @gracewaithaka9382 2 роки тому

    Thank you!

  • @MohamedHussein-wg2op
    @MohamedHussein-wg2op Рік тому

    Thank you verey much mdam

  • @MohamedHussein-wg2op
    @MohamedHussein-wg2op Рік тому

    Thank you .madam...

  • @DueinOct24
    @DueinOct24 8 років тому

    Can you help me with this problem? Step by step! I am having a hard time with these problems.A nurse has to administer a medication twice a day, at 10am and 4pm. The first dosage is 3/8 oz and the second dosage 2/7 oz, she only has one oz of the medication. Will she have enough for both doses?I said yes

    • @edroverasfsu
      @edroverasfsu  8 років тому +2

      +Due October Yes. (3/8)+(2/7)=37/56 = 0.66071428571. This means you will have approximately 1/3 of an ounce left after administering both doses.

    • @DueinOct24
      @DueinOct24 8 років тому

      Thank you so much!

    • @DueinOct24
      @DueinOct24 8 років тому

      I hate to bother you had one more question. I had this one problem I didn't know if I should divide 1.5 into 6ml. a nurse needs to administer 6 ml of X medicine in a solution of 150 ml. At what rate would you set transfusion of the medicine so the patient receives it at 1.5 ml/ min

    • @EdRovera
      @EdRovera 8 років тому

      +Due October As I read this question, the nurse is administering 150mL of a solution that contains 6mL of medication, not 6mL of medication added to 150mL of saline to total up to 156mL of solution. If my interpretation is correct, that means a rate of 1.5mL/min equals 90mL/hr. to deliver all 150mLs that contain the 6mLs of medication. We derive this by multiplying 1.5 by 60 (minutes in an hour).
      A simple way to do math like this -- where you are seeking the same value but in different proportions -- is to cross multiply:
      1.5 mL X mL 1(X) = 60*1.5 60*1.5 = 90 1(X)=90 X = 90 which means X = 90
      ---------- = ------------- -----
      1 min 60 mins 1

    • @DueinOct24
      @DueinOct24 8 років тому

      I'm still not sure how are u doing this. Are we doing a proportion 6/156 over 90mins? I what answer did you cone up with not sure if we are getting the same thing

  • @jaymorgan.
    @jaymorgan. 8 місяців тому

    This video lacks Step by step explanation.

  • @mooremoore4187
    @mooremoore4187 6 років тому +2

    Oo hell naw lol this just confused me my instructor is a million times better n she breaks each step down along with the formula first i lost my notes so i tried to watch this n it was no good