Let ab be a two-digit number, with `a > b`.The following algorithm is now performedusing ab:

Let N=ab be a two digit number (where b!=0 ) which is divisible by both a and b,then

Let N = ab be a two digit number (where b != 0) which is divisible by both a and b , then

The digit in the tens place of a two digit number is 3 more than the digit in the units place. Let the digit at units place be b. Then the number is

state whether the statement are true (T) or false (F) Let ab be a two-digit number, then ab + ba is divisible by 9.

AB and CA are two -digit numbers which satisfy the multiplication: If A,B,C are distinct integers from 2 to 5 , what is the value of A + B + C?

The length of diameter AB is a two digit number.On reversing the digits gives the length of a perpendicular chord CD.The distance from their intersection point H to the centre O is a positive rational number. Determine the length AB

Let ab, a ne b , is a 2-digit prime number such that ba is also a prime number. The sum of all such number is: ab,(a ne b) एक 2-अंकीय अभाज्य संख्या है जैसे कि ba भी एक अभाज्य संख्या है। ऐसी सभी संख्याओं का योग है

{:("Column A","a and b are the digits of a two-digit number ab, and b = a + 3" ,"Column B"),("The positive two-digit number ab", ,"The positive two-digit number ba"):}

AB denotes a two -digits number with digits as A and B. If (AB)^(2) = AC C , where ACC denotes a three - digits number having digits A,C and C. What is the value of A+ B + C if A,B,C are all distinct digits?