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Algebra
The number of arrangements of the letter of the word BHARAT taking 3 at a time is ?
If the letters can be repeated,
Then, number of combinations = 6*6*6 =216 (as there are 6 letters)
If the letters can't be repeated,
Then, number of combinations = 6*5*4 =120 (as the letter which has been used cant be used again)
case 1: If both A's and a different letter are selected
case 2: If all the selected letters are different
Total no: of arrangements= 72
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If the letters can be repeated,
Then, number of combinations = 6*6*6 =216 (as there are 6 letters)
If the letters can't be repeated,
Then, number of combinations = 6*5*4 =120 (as the letter which has been used cant be used again)