Question

In the following question, a pair of letters is given, followed by its corresponding product of alphabetical positions (A = 1, B = 2, ..., Z = 26). A second pair of letters is given without its product. Identify the correct product for the second pair that maintains the same relationship as the first. AxE: 1×5 :: DxK: ?

• A. 3x9
• B. 4x11
• C. 5x10
• D. 4x12

Answer 1

Answer:

B. 4x11

First pair:

A × E

• A = 1

• E = 5
  So, $(1 \times 5 = 5)$

Now second pair:

D × K

• D = 4

• K = 11

So,
$4 \times 11$