Uncertainty-what is the rate with 0.59% precision?

In summary, the conversation discusses the topic of uncertainty and its relation to measuring rates with precision. The question is about calculating the number of counts required to measure a rate with 0.50% precision, assuming negligible uncertainty in clock timing. The context is in the field of experimental methods and the conversation references a past year exam paper.
  • #1
Outrageous
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0
Uncertainty--what is the rate with 0.59% precision??

Homework Statement



Assume that negligible uncertainty in timing of a clock, calculate the number of counts required to measure a rate with 0.50% precision.

Homework Equations


The least accuracy is 0.50%?


The Attempt at a Solution


No idea what the question ask about...please guide.thanks
 
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  • #2
A rate of what? Radioactive decays, or some other random source?

The rate of another clock can be determined with arbitrary precision after the second count, so I doubt that this is the answer.
 
  • #3
What is the count ? Second of the clock?


Here is the exact question
Assuming negligible uncertainty in timing a clock, calculate the number of counts required to measure a rate of 0.5% precision. Now your clock has a random uncertainty of 0.2%, then how many counts are required to measure a rate with 0.50% precision?
 
  • #4
In which context does the question appear?
Did you get similar problem statements before?
 
  • #5
mfb said:
In which context does the question appear?
Did you get similar problem statements before?

The paper is teaching how to calculate uncertainty when we are doing experiment. It is a paper to introduce experimental method.
I never do this before.
 
  • #6
The paper is teaching how to calculate uncertainty when we are doing experiment.
Sure, but what type of experiment?
Is that paper accessible somewhere?
 
  • #7
mfb said:
Sure, but what type of experiment?
Is that paper accessible somewhere?
That is just a general introduction for first year student. That is past year exam paper. Our past year used to have some problems.
Thanks anyway.
 

FAQ: Uncertainty-what is the rate with 0.59% precision?

What is uncertainty and why is it important in scientific research?

Uncertainty refers to the range of possible values that a measured or calculated quantity could have. It is important in scientific research because it allows us to understand the limitations of our data and to communicate the level of confidence we have in our results.

How is uncertainty measured and expressed?

Uncertainty is typically measured and expressed using a percentage or a range of values. In the case of "0.59% precision," the uncertainty is represented as a percentage of the measured value (0.59% of the total value).

What does it mean for a rate to have 0.59% precision?

A rate with 0.59% precision means that the uncertainty in the rate is within 0.59% of the measured value. In other words, the actual value of the rate could vary by up to 0.59% from the reported value.

How is uncertainty calculated and why is it important to report it?

Uncertainty is calculated using statistical methods and can be affected by factors such as instrument error, human error, and variability in the data. It is important to report uncertainty because it allows others to evaluate the reliability of the results and make informed decisions based on the data.

Can uncertainty be reduced or eliminated in scientific research?

Uncertainty cannot be completely eliminated in scientific research, but it can be reduced by using more precise instruments, collecting more data, and minimizing sources of error. Reporting the uncertainty in research is essential, even if it cannot be completely eliminated, as it allows for a better understanding of the reliability of the results.

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