Directions (96-100): Study the given series of numbers, symbols and alphabets and answer the questions based on it.

2 F T % 4 Y 8 $ B 9 P M 6 # 7 V A Ω 5 I E ∞ J 9 I β 6 N 4 ϕ L K 3 µ

What is the sum of the numbers which are between the fifth element from the left end and 12th element from the right end in the given series?

To find the sum of the numbers located between the fifth element from the left end and the twelfth element from the right end, we first write down the given series and locate these specific boundary elements.

The given series is:
2 F T % 4 Y 8 $ B 9 P M 6 # 7 V A Ω 5 I E ∞ J 9 I β 6 N 4 ϕ L K 3 µ

Step 1: Identify the fifth element from the left end
Counting from the left end:
1st element: 2
2nd element: F
3rd element: T
4th element: %
5th element: 4
So, the fifth element from the left end is 4.

Step 2: Identify the 12th element from the right end
Counting from the right end:
1st element: µ
2nd element: 3
3rd element: K
4th element: L
5th element: ϕ
6th element: 4
7th element: N
8th element: 6
9th element: β
10th element: I
11th element: 9
12th element: J
So, the 12th element from the right end is J.

Step 3: List the elements between the 5th element from the left (4) and the 12th element from the right (J)
The elements between 4 and J are:
Y, 8, $, B, 9, P, M, 6, #, 7, V, A, Ω, 5, I, E, ∞

Step 4: Find the numbers in this range and calculate their sum
The numbers present in this range are: 8, 9, 6, 7, and 5.

Now, we calculate the sum of these numbers:

$8+9+6+7+5=35$

Thus, the sum of the numbers is 35.