MULTIPLICATION
In mathematics, "reversed" generally refers to changing the order of elements in a sequence or operation. For example, if you reverse the digits of a number, you rearrange them in the opposite order. In the context of operations, reversing might involve applying the inverse operation, such as changing addition to subtraction or multiplication to division.
To write pseudocode for reversing a given number, first initialize a variable to store the reversed number and set it to zero. Then, use a loop to extract the last digit of the number (using modulo operation), append it to the reversed number, and update the original number (by dividing it by 10). Continue this process until the original number becomes zero. Finally, output the reversed number. Here’s a simple pseudocode example: function reverseNumber(number): reversed = 0 while number > 0: digit = number % 10 reversed = reversed * 10 + digit number = number // 10 return reversed
Prime numbers that are still prime after their digits are reversed, like (13,31)(17,71)(37,73)(79,97)(107,701)(113,311)
The brightness values of a camera are reversed.
No, 91 is composite.
yes
AIDS can't be reversed.
It can be reversed but not quickly. Ozone thinning will be reversed gradually and slowly.
The current is reversed in a galvanometer
Hashing can't be reversed.
Emphysema cannot be reversed.
it should be reversed
reversed
During telophase, nuclear division and cytokinesis need to be undone. This means the two daughter nuclei formed during telophase need to go back to a single, diploid nucleus and any division of the cytoplasm during cytokinesis needs to be reversed.
This is an example of a reversed word drow desrever.
Can bilateral partial salpingectomies be reversed
A wollyfloggle is a word that, when reversed, forms a new word. Examples would be "evil" reversed to "live" or "pal" reversed to give "lap".