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For the nuclear industry, the NRC, amongst other things, dictates exposure limits to both workers dealing with radioactive material, called the occupationally exposed, and the general public, or non-occupationally exposed. For an occupationally exposed worker, such as someone at a nuclear power plant or in nuclear medicine at a hospital (if they’re licensed by the NRC), the limit is 5 rem a year. Surprisingly, while most nuclear power workers never receive anywhere close to that amount, some workers in the medical field, such as those working with X-ray fluoroscopy machines, are amongst the highest occupationally exposed workers. Pregnant women who are occupationally exposed may choose to (but are not required to) declare their pregnancy and receive lower dose limits throughout the term of the pregnancy.
For members of the public, the annual limit from the NRC (which is matched by the EPA for areas not covered by NRC guidelines) is 100 mrem. Licensed facilities have to have programs in place to limit exposure, and be able to demonstrate that procedures are in place that members of the public would not be exceeding those levels.
What are some of the challenges that could arise from setting up a file management system on a computer
Answer:
D we all have responsibilities
The output printed by the code is 18
<h3>The Code Analysis</h3>
The flow of the program is as follows:
- The first line initializes a list of numbers named values
- The second line initializes fred to 0
- The third line is an iteration that is repeated for all numbers in the list
- The next statement is a conditional statement that ensures that all 9's in the list are added, and saved in fred
<h3>The Code Computation</h3>
Recall that, the initial value of fred is 0, and there are 2 9's in the list.
So, the computation is:
This means that, the last instruction on line 10 will display 18, as the output
Hence, the output printed by the code is 18
Read more about algorithms at:
brainly.com/question/11623795
Answer:
The binary numeral system is a way to write numbers using only two digits: 0 and 1. These are used in computers as a series of "off" and "on" switches. In binary, each digit's place value is twice as much as that of the next digit to the right (since each digit holds two values).
I found this information at https://kids.kiddle.co/Binary_number
