Answer:
The answer is "Option c".
Explanation:
In the given question the device A is connected by 3 wires, contributing all of them, which also includes several connector paths. When all the wires of A are broken down, and if all of this leaves no routes that can be used. Even so, if it is done to E, it's also linked to four different routes. Its solution would've been C because its value will be the MINIMUM.
Answer:https://www.khanacademy.org/computer-programming/lava-the-impossible-game-by-swax97/4638717300965376/embedded?id=1436456095000-0.5&origin=undefined&buttons=yes&embed=yes&editor=no&author=yes
Explanation:
True but ill keep typing so it meets twenty charecters
<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>
