WebPharmaceutical mathematics curriculum includes measurements and calculations required to prepare, prescribe and administer medication. Courses are tailored to the level of expertise needed by... WebUsing proportions, determine a ratio that is equal to : Solve for x by cross-multiplying: (1 mg)(3g) = (0.001 g)(x mg) Answer should be in mg, so divide both sides by 0.001 g to remove gram units: Gram units cancel on each side, leaving: 3000 mg = x Answer: This prescription requires 3000 mg of amoxicillin.
Pharmacy Technician Math Review: Ratio Concentrations - YouTube
WebYour numerator is 75*4*10*5mg*doses*days*ml. Your denominator is 250*dose*day*mg. The words dose*day*mg in both the numerator and denominator cancel out giving the answer in ml. and the numbers 75*4*10*5/250 = 15000/250=60. So the answer is 60ml. I hope that helps make it click for you. WebJul 13, 2010 · Pharmacy Technician Math Review: Ratio Concentrations ptcbtutor 11.7K subscribers Subscribe 1.1K Share 94K views 12 years ago Thank you for watching! I hope these videos are helpful. Pharmacy... github asea
Math and Dosage Calculations for Health Care James, Booth, …
WebMay 23, 2024 · For example, if a prescription requires a patient to take 5 milliliters of a medicine, four times a day for 30 days, the technician can calculate the total supply as follows: 5 milliliters per... WebUnit 1 - Basic Arithmetic Chapter 1 - Numeral Systems Used in Pharmacy Chapter 2 - Fractions Chapter 3 - Percentages Chapter 4 - The 24-Hour Time, Exponents, & Scientific … WebJul 27, 2024 · So our ratio strength here is 1:40. This is a solution. So it actually means you have one gram in 40 milliliters. And what you want to figure out is how many grams will be required to prepare 120 milliliters. So you can go ahead and solve for our unknown which is x. So x is equal to one gram times 120 milliliters divided by 40 milliliters and x ... github asciidoc include