Math, asked by ravikumarchauhanag, 1 month ago

Balloon' शब्द के अक्षर कितने प्रकार से व्यवस्थित किए जा
सकते हैं, जिनमें दो L साथ-साथ न आएँ ?
(a) 900 (b) 1260 (c)360 (d)600​

Answers

Answered by elza11
0

option (c) is correct . pls mark answer as brainlist answer

Answered by amitnrw
0

Given : BALLOON

To Find : 'Balloon' शब्द के अक्षर कितने प्रकार से व्यवस्थित किए जा  सकते हैं, जिनमें दो L साथ-साथ न आएँ

(a) 900 (b) 1260 (c)360 (d)600​

Solution:

BALLOON

Total 7 letters

L repeated twice

O repeated twice

Hence total possible permutations = 7!/ 2! .2!

= 1260

Let say Two LL are  together

and take it as 1  , and remaining 5 letters

Hence total 6 letter

Hence total possible permutations = 6!/ 2!

= 360

So  When two LL are no together  = 1260 - 360  =   900

'Balloon' शब्द के अक्षर 900 प्रकार से व्यवस्थित किए जा सकते हैं, जिनमें दो L साथ-साथ न आएँ

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