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Flow rate (mLC 0.05Eda0064 0u66010ug 00110130.060.05 1 0.04 2 0,039 0.02 0.01Flow rate (mL/min)...

Question

Flow rate (mLC 0.05Eda0064 0u66010ug 00110130.060.05 1 0.04 2 0,039 0.02 0.01Flow rate (mL/min)

Flow rate (mLC 0.05 Eda 0064 0u66 010ug 0011013 0.06 0.05 1 0.04 2 0,03 9 0.02 0.01 Flow rate (mL/min)



Answers

Determine the IV flow rate for the patient described at the beginning of the lesson by finding the value of $\frac{1500 \times 15}{12 \times 60}$.

So here we're being told that this patient needs room leader of ivy solution over the course of 12 hours. Now the first thing I want to do is convert the leader into Miller leaders because the other rates during milliliters on this just makes it easier. So remember that one leader is the same thing as 1000 milliliters, and then the ivy can drop. Ah, For every Miller leader, it's set up to give 15 drops. And then if we do our crossing out here, uh, there and we do the math, we end up getting 15,000 Trump's for 12 hours. All right, that's really the first step. And then then we need to figure out how many drops per minute were expected to. Dio and I have made this into two equations. You considerably just do it is one. But, um, I should have run out of space, will on the radio inside there. So we have 15,000 drops for 12 hours, so we will convert hours into minutes cross those, huh? And when you do that, you end up getting a REIT. That's about 20 one drops. What? We're G t ts per minute when you know how you rounded things that might come out to be a little bit closer to 20 drops per minute. All right, So again, this could be all pushed together into one big long equation, and it's often easier for me on this white board, just her right out to equations, and that's made in here.

Hi everyone In this problem, it is said the mass flow rate in water flow system determined by collecting discharge over time in trouble. It's 0.2 kg per second. The skill youths can be read so the nearest off 105 kg and stop What is accurate toe 0.2 seconds. We have to estimate proceeding with which the florid can be calculated for interval up 12th and one minute So given to us months Floor it off water determined by collecting discharge over a period over a time Interval story discharge over our time interval is while two kg per second A skill can be read toe nearest one judo five kids you on stock parts can be read 0.2 seconds Fight estimate precision flow precision off Luxury position off Fluid calculation for I'm interval first 10 seconds one minute floor It is Delta am upon data t on a plane Natural aji off on sent 20 Analysis. Uncertainty in red flow off water is data M upon rate of flow of water and tow. Partial derivative off floated with respect to daytime. Similarly, the 30 upon it fluid data. I am not upon data t in tow. Uncertainty off time Here in San 20 off must Who is squared to the power? How thus we can write data am upon floor it off water into partial derivative of flow rate of water in terms off but must collected mass off Sorry, Massa Butter collected is called toe day 30 in tow one upon their thirties of this would be one and day 30 upon florid I'm not data. I am not upon data off the dirty It's called toe the 30 square upon data am into minus data AM upon the 30 square so it would be minus one. The uncertainties are expected to be bless minus half the least Count off the majoring instrument we have giving the answer integrated from first It's time Interval the 30 in second error in Delta T in second uncertainty in Delta T we're taking in percentage butter collected delta I am in k g error in mass collection, off water data and in k g uncertainty in this time that is you data M in percentage and uncertainty in rate off Look so two time intervals are given to us This problem, but is off been chicken and as that off. 60 seconds. Error in time. Interrupt. Less minus. Find 10 Bless minus. Find 10 Uncertainty in time in trouble. Plus minus sorry. Plus minus 1%. Bless minus. Find Once exhibit mass off water collected toe. Did you on 12 pages added it mass collection off water plus minus 10 to 5 unless minus 0.25 So uncertainty in most collection Bill s minus 1.25 But let's minus 0.208 Uncertainty in rate off low off water, but less minus 1.60 less minus point 267 That's all for it. Thanks for watching it.


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