(C) The alphabets are assigned numerical values based on their position in the English alphabet $(A=1, B=2, C=3, \dots, Z=26)$.For the word $HIGH$:$H$

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(C) The alphabets are assigned numerical values based on their position in the English alphabet $(A=1, B=2, C=3, \dots, Z=26)$.For the word $HIGH$:$H$ is the $8^{th}$ letter,so $H = 8$.$I$ is the $9^{th}$ letter,so $I = 9$.$G$ is the $7^{th}$ letter,so $G = 7$.$H$ is the $8^{th}$ letter,so $H = 8$.Combining these values,the code for $HIGH$ is $8978$.

Competitive Reasoning Coding-Decoding Coding-Decoding

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If $A$ is coded as $1$,$B$ is coded as $2$,and so on,how is $HIGH$ coded in that code?

A
$9879$
B
$7897$
C
$8978$
D
$8798$

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If $A$ is coded as $1$,$B$ is coded as $2$,and so on,how is $HIGH$ coded in that code?

Similar Questions

If in a certain language $CHARCOAL$ is coded as $45164913$ and $MORALE$ is coded as $296137$,how is $HEARL$ coded in that language?

If in a certain language $BLEMISH$ is coded as $AODPHVG$,how will $CHAPTER$ be coded in that code?

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