If the letters of the word ARROGANCE are inte | vedclass

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Question

(D) The word is $ARROGANCE$. The positions are:$1: A, 2: R, 3: R, 4: O, 5: G, 6: A, 7: N, 8: C, 9: E$.According to the given condition:$1st$ $(A)$ swa

Vedclass · Accepted Answer

$GANCARROE$

Vedclass · Answer

(D) The word is $ARROGANCE$. The positions are:$1: A, 2: R, 3: R, 4: O, 5: G, 6: A, 7: N, 8: C, 9: E$.According to the given condition:$1st$ $(A)$ swaps with $5th$ $(G)$: $G$ comes to $1st$,$A$ comes to $5th$.$2nd$ $(R)$ swaps with $6th$ $(A)$: $A$ comes to $2nd$,$R$ comes to $6th$.$3rd$ $(R)$ swaps with $7th$ $(N)$: $N$ comes to $3rd$,$R$ comes to $7th$.$4th$ $(O)$ swaps with $8th$ $(C)$: $C$ comes to $4th$,$O$ comes to $8th$.$9th$ $(E)$ remains unchanged.Combining these,the new arrangement is $GANCARROE$.

If the letters of the word $ARROGANCE$ are interchanged,first with fifth,second with sixth,third with seventh,fourth with eighth and the position of the ninth remains unchanged,then what will the new arrangement of letters be?

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