Fill in the blanks. (i) If sum of 3 digit numbers xyz, yzx and zxy is divided by (x + y + z), then quotient is \[\underline{\text{ P }}\]. (ii) The difference between 2 digit numbers ab and ba, (where a > b) is divided by 3. The quotient is \[\underline{\text{ Q }}\]. (iii) Sum of a 2 digit number and the number obtained by reversing its digits is always divisible by\[\underline{\text{ R }}\].

Fill in the blanks. (i) If sum of 3 digit numbers xyz, yzx and zxy i

1.	Fill in the blanks. (i) If sum of 3 digit numbers xyz, yzx and zxy is divided by (x + y + z), then quotient is \[\underline{\text{ P }}\]. (ii) The difference between 2 digit numbers ab and ba, (where a > b) is divided by 3. The quotient is \[\underline{\text{ Q }}\]. (iii) Sum of a 2 digit number and the number obtained by reversing its digits is always divisible by\[\underline{\text{ R }}\].
A.	P Q R 111 \[3(a+b)\] 11
B.	P Q R 99 \[(a+b)\] 7
C.	P Q R 111 \[3(a-b)\] 11
D.	P Q R 99 \[(a-b)\] 3
Answer» D. P Q R 99 \[(a-b)\] 3