There are two rows given and to find out the resultant of a particular row we need to follow the following steps: -
STEP 1: If an odd number is followed by an even number then the resultant will be the addition of both the numbers.
STEP 2: If an even number is followed by a perfect cube (excluding 1) then the resultant will be the positive difference of that cube number and the even number.
STEP 3: If an even number is followed by another even number (but not a perfect cube) then the resultant will be the addition of both the numbers.
STEP 4: If an even number is followed by an odd number (but not a perfect cube) then the resultant comes/by multiplying the numbers.
STEP 5: If an odd number is followed by another odd' number then the resultant will be the div number by the second number.
Find d the multiplication of the resultant of first and second row.
33 3 2
11 4 3

Options

A. 3
B. 87
C. 29
D. None of these

Answer

D

Explanation

In row-1
Odd number is followed by an odd number so =
33/3 = 11
Odd number is followed by an even number so
= 11+2 = 13
In row-2
Odd number is followed by an even number so=11+4= 15
Odd number is followed by an odd number so = 15/3=5
So, multiplication of resultant of two rows is 65