Question

If in a language (say English), $A$ is coded as $1$, $B$ is coded as $2$ and so on, then

$HBDFE$

• A. $82654$
• B. $84265$
• C. $82465$
• D. $86426$
• E. $84626$

Answer 1

Answer: (C)

$82465$

Alphabets are coded numerically in serial order.
Therefore, $H$ will be $8.$
$B$ will be $2.$
$D$ will be $4.$
$F$ will be $6.$
$E$ will be $5.$
Overall it will be $82465.$
Hence, option ${}^{\prime }{C}^{\prime }$ is correct.