Answer:War driving
Explanation: War driving is the activity which is done for searching for the Wi-Fi connection while driving vehicle .The main purpose of the war driving is gaining and accessing the network of Wi-Fi by being in slowly moving vehicle. The act is carried out by the individual or more people.
Other options are incorrect because Wifi driving and Wifi finding are not technical words in the computer field and E-stalking is the stacking activity with the help of internet enables electronic devices.Thus, the correct option is war driving.
Answer: two options I have in order to abide by the move over law is to either move over or slow down. You must move over a lane away from stationary emergency vehicles if it is safe to do so. If it is not safe to do so then the driver must proceed with due caution, with a safe speed for road conditions.Until the driver has passed the emergency vehicle.
Explanation:Let me know if this helped! (:
Answer:
D. a configurator.
Explanation:
According to my research on the food businesses, I can say that based on the information provided within the question the software system being mentioned in the question is called "a configurator". This type of system allows customers to choose different components and options when making a purchase in order to get exactly what they want.
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Answer:
def element_loc():
is_end = 'n'
dimen2 = []
while is_end == 'n':
par1 = input("Enter rows and columns: ").split(",")
part = [int(i) for i in par1]
dimen2. append(part)
is_end = input("Do you want to add more rows? y/n: ")
mini = list()
for i in dimen2:
mini. append(min(i))
result = min(mini)
row_index = mini. index(result)
col_index = dimen2[row_index]. index(result)
print("Row: ", row_index, "Col_index: ", col_index)
element_loc()
Explanation:
The python program solution above prompts users for the two-dimensional array and then the rows of the array are compared with the minimum value stored in another list or array. The row index and the column index are gotten from the mini and dimen2 arrays respectively and are displayed as the position of the minimum value in the two-dimensional array.
Def swapArrayEnds( array ):
tmp = array[ len( array ) - 1 ]
array[ len( array ) - 1 ] = array[ 0 ]
array[ 0 ] = tmp