Answer:
Explanation:
Ollie’s thesis may not be backed up as reliably as he might wish. A backup program may pass over a file that is currently open for writing, as the state of the data in such a file may be indeterminate.
Answer:
Yes, The overall cost of wiring in addressable fire alarm system is significantly cheaper than the conventional one.But the addressale fire alram system is more reliable than a conventional system.
Explanation:
Conventional systems are hardware-based and use analog technology. where addressable fire alarm use digital technology. addressable system is generally more reliable than a conventional system mainly due to how the different systems are wired. With a conventional system, if a device’s wire is damaged or severed, its signal and the signal of other devices down the line cannot be transmitted to the control panel.
With an addressable system, both ends of the wire connect to the control panel. Therefore, if one end becomes damaged or severed, signals can still reach the control panel through the other end of the loop. In addressable systems, a device can be removed or disabled and it will not affect the other devices in the loop.
The absolute time would be most similar to a fact. It was theorised and in fact, approved by scientists as a scientific law which governs, according to Wikipedia, as a "<span>true and mathematical </span>time<span>, of itself, and from its own nature flows equably without regard to anything external, and by another name is called duration: relative, apparent and common </span><span>time."</span>
The answer is A. Decreasing
Answer:
The solution code is written in Python 3:
- num = 11
-
- while(num <=88):
- firstDigit = num // 10
- secondDigit = num % 10
-
- if(firstDigit == secondDigit):
- print(num)
-
- num += 1
Explanation:
Firstly, create a variable, num, to hold the starting value, 11 (Line 1)
Create a while loop and set the loop condition to continue the loop while num smaller or equal to 88 (Line 3).
Within the loop, we can use // to perform the floor division and get the first digit of the num. We use modulo operator % to get the second digit of the num. (Line 4 - 5)
If the firstDigit is equal to secondDigit, print the number (Line 7 -8). Lastly, increment the num by one and proceed to next iteration (Line 10).
