# A.360B.240C.120D.480

H Harsh

Total number of ways in which all letters of the word GARDEN can be arranged =6!

There are two vowels in the word GARDEN

Total number of ways in which these two vowels can be arranged =2!

∴∴ Total number of required ways =6!2!6!2!

$\Rightarrow \frac{6*5*4*3*2!}{2!}$

⇒360

Hence (A) is the correct answer

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