If \(\frac{5^{3n+2}}{5^{4n-1}}\)= 25 then n = _________.
In a certain code language, the numbers/symbols are coded using letters as per the table given below and as per the given conditions.
| Number/ Symbol | 1 | ! | 2 | @ | 3 | # | 4 | $ | 5 | % | 6 | ^ | 7 | & | 8 | * | 9 |
| Code | T | D | C | R | G | B | Y | H | N | J | P | L | Q | S | D | F | Z |
Conditions:
I. If the first element is an even number and the last is an odd number, the code for the first and last elements will be X.
II. If both the second and third elements are even numbers, the codes for these two are to be interchanged.
III. If the first element is a number and the last a symbol, the code for the first element is to be used for the last element also.
What will be the code for 2S4%3& ?