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Wow what are the odds. I just learned about this today in Gen Chem 1. So I did a youtube search and you just happened to post this video today! Thank you for doing what you are doing! I'm watching all of the videos that pertain to what I am learning in class.
If I am not mistaken, when you measure anything on a ruler, you are taking to values and then subtracting them from each other, which would mean you have an absolute uncertainty of 0.05 + 0.05 = 0.1
From my understanding feel free if anyone feels that I am wrong to correct me as I’m only in grade 11 and still learning all this myself but I believe the estimated uncertainty is found front where lowest possible measurement so for example in my group student experiment we were measuring based on temperature so due the the thermometer we were using only being able to go down to 0.01 degrees we used 0.01 when calculating our absolute uncertainty as it’s the lowest possible measurement that we could have potentially gotten sorry if that’s confusing but hopefully it helps
So the area is pi * ( r )^2. Since r is to the power to 2, the general rule for uncertainties to a power is that its PERCENT uncertainty would be multiplied by 2. And that is it! And yes. I am a year late.
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Wow what are the odds. I just learned about this today in Gen Chem 1. So I did a youtube search and you just happened to post this video today! Thank you for doing what you are doing! I'm watching all of the videos that pertain to what I am learning in class.
Thank you for the video sir, this should help me with calculating discrepancies from theoretical and experimental values in physic experiments
In the first question shown surely the estimated uncertainty is 0.05 as your best estimate is half of the finest division so 24.55 or 24.45?
If I am not mistaken, when you measure anything on a ruler, you are taking to values and then subtracting them from each other, which would mean you have an absolute uncertainty of 0.05 + 0.05 = 0.1
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Thank you so much... but i have a question, how exactly are we suppose to determine the estimated uncertainty?
From my understanding feel free if anyone feels that I am wrong to correct me as I’m only in grade 11 and still learning all this myself but I believe the estimated uncertainty is found front where lowest possible measurement so for example in my group student experiment we were measuring based on temperature so due the the thermometer we were using only being able to go down to 0.01 degrees we used 0.01 when calculating our absolute uncertainty as it’s the lowest possible measurement that we could have potentially gotten sorry if that’s confusing but hopefully it helps
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Great! you can also see my lesson in topic. It may be a different approach. Update me about your opinions.
please make video on cubic Function just like your explanation no teacher can give
No idea what this is used for but interesting thank you
this is in the first chapter of my physics class.
It’s used in most sciences especially experiments I’m using it now in my student experiment in chemistry
ty
if there is x+-y, x is the true(actual) value not the measured value
why do we do spheres differently and not just (uncertainty/ measured volume)
Thank you❤
Thanks
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Sir how could I calculate the uncertainty of area of the circle whose radius is giving?
So the area is pi * ( r )^2.
Since r is to the power to 2, the general rule for uncertainties to a power is that its PERCENT uncertainty would be multiplied by 2.
And that is it!
And yes. I am a year late.
good vid
I’m the second
Thanks for updating us about this
يعنى ايه uncertainty
sigma sigma
Second
First
thanks
Second
4th*
thanks