Subject Experts Solutions for Chapter: Cryptography, Exercise 3: EXERCISE - 2

Given,

$$\begin{gathered} M N P \\ \frac{ -P N}{ S Q N} \\ \frac{N Q Q P*}{N P M A N} \end{gathered}$$

Now, if  'P' stands for $6$, 'M' for $4$ and 'Q' for $5$, then, what is the difference between the numbers M N P and PN?

Given,

$$\begin{gathered} M N P \\ \frac{ -P N}{ S Q N} \\ \frac{N Q Q P*}{N P M A N} \end{gathered}$$       

Now, if  'P' stands for $6$, 'M' for $4$ and 'Q' for $5$, then,

S P A M  stands for?

In the following multiplication, each of the different letter denotes a different integer. Each letter stands for the same integer throughout. If 'B' stands for $6$ and "E' stands for $8$, then what is the difference between 'F' and 'D' ?

$$\begin{gathered} A B C \\ \frac{ *D E}{A C F B} \\ \frac{E A G *}{F H F B} \end{gathered}$$

In this multiplication question the five letters represent five different digits. What are the actual figures? There is no zero.
$$\begin{gathered} S E\hspace{0.17em}A\hspace{0.17em}M \\ \frac{ T}{MEATS} \end{gathered}$$
 

Using the total number of alphabets in your solution as a parameter, find the number that represents G if,
$A-0, B-0,C-2, D-2. E-1,F-2, G-?$
 

If A, B, C, D are distinct decimal digits, then which of the following options is correct?
$$\begin{gathered} A4BC \\ \frac{ *C}{IAIDC} \end{gathered}$$
 

A,B,C,D,E,F,G,H are each to be assigned a different number from 1 to 8. What should be values of B, D, E, F and G so that no consecutive number are in adjacent(even diagonally) squares.

Given: A=$5$, C= $2$, H=$4$