<u>Answer:</u>
<em>The user must use min() to attain the desired results. Let us understand the syntax of min() with an example.
</em>
<em>Syntax:
</em>
<em>min(range)</em> where min is the name of the function and the range specifies the address of cells from which the <em>minimum number needs to be found</em>.
<em>Eg. min(A1:A8)
</em>
This function will scan the values from A1 to A8 and then find the minimum value from the given range of values.
<em>So according to the problem,
</em>
<em>B22 = min(range). </em>Provide range for which<em> minimum attendance needs to be calculated.
</em>
It depends on what algorithm you’re using.
If you’re going item by item, you’ll be looking at O(n) or O(40000)
Give me a reply if you want to know more, such as if you did binary search what the Big O notation is
Answer:
Ram and the hard drive
Explanation:
A page of RAM is written to the harddisk and read back when it is needed again. That way it may seem you have more RAM than you actually have, at the cost of performance of course.
Explanation:
its an electronic device that processes data and stores information
Windows holds most of its data in the C: drive
