If `6^(83)+8^(83)` is divided by 49, then the sum of the digits of remainder is ?

If 6^(83) + 8^(83) is divided by 49 , the raminder is

If 6^(83) + 8^(83) is divided by 49 , the raminder is

If 6^(83) + 8^(83) is divided by 49 , the raminder is

If R is remainder when 6^(83)+8^(83) is divided by 49, then the value of R//5 is.

If R is remainder when 6^(83)+8^(83) is divided by 49, then the value of R//5 is.

If R is remainder when 6^(83)+8^(83) is divided by 49, then the value of R//5 is.

If R is remainder when 6^(83)+8^(83) is divided by 49, then the value of R/5 is.

If a two-digit number is divided by the number having same digits written in reverse order, we get 4 as quotient and 3 as remainder and if the number is divided by the sum of the digits then 8 as a quotient and 7 as a remainder is obtained.Find the number: