If the numbers from $5$ to $85$, which are exactly divisible by $5$, are arranged in descending order, which number would come at the eleventh place from the bottom?

Given here are six three-character numbers. The characters comprise of digits and letters. The letter stands for one less than its position in the English alphabet. What will be the middle character of the third lowest number when the numbers are arranged in descending order?

$8$G$6$, $3$DJ, F$4$C, $7$HB, $4$E$6$, B$8$I

Given here are six three-digit numbers. The numbers comprise numerals and letters. The letter indicates its serial order in the English alphabet. What will be the middle digit of the fifth number when the numbers are arranged in the descending order after interchanging numerals in each number without altering the place of the letter in the number?

C$23$,$39$A,$4$F$8$,G$51$,H$44$,B$82$

Which of the following will be the middle digit of the third number after the following numbers are arranged in descending order after reversing the positions of the digits within each number?

$645, 869, 458, 317, 981, 792$

Which of the following will be the middle digit of the third number after the following numbers are arranged in descending order after reversing the positions of the digits within each number?

$386, 476, 895, 938, 129, 217, 525$

The following numbers are rewritten after subtracting $2$from the middle digit of each number and then arranging the resultant numbers in descending order. What will be the middle digit of the fourth number from the left end of the new arrangement?

$538,642,756,963,387,574,791$

If $3$is added to the middle digit of the following numbers and then the position of the digits are reversed, which of the following will be the last digit of the middle number after they are arranged in descending order?

$547,305,564,249,931,164,161$

Given here are six numbers written in the form of numerals and letters. The letter indicates its position in the English alphabet. What will be the middle digit of the fourth number when the numbers are arranged in descending order after interchanging numerals in each number without altering the digit, which is represented by a letter?

$7$E$2$,E$25$,$13$F,$8$D$3$,$64$B,$7$F$8$