in how many ways can the letters of the words MACMILLAN, BANANA, and Statistically be arranged
Answers
Answered by
0
Hey ..
MACMILLAN = 9! 362880
BANANA = 6! 720
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I will send you the procedure in message
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MACMILLAN = 9! 362880
BANANA = 6! 720
For more details message me .
I will send you the procedure in message
Please mark my answer as brainliest if it was helpful to you.
Answered by
1
Hello dear!!!
Here's your answer....
The letters of the word MACMILLAN,BANANA can be arranged in
MACMILLIAN - 9!
Because it has 9 letters
BANANA-6!
Because it has 6 letters
For example-
AN is a word
It has 2 letters...
So, 2!
2×1= 2 words
The words formed are an,an
Other example-
GOD is a word
It has 3 letters...
So,3!
3×2×1 = 6 words
The words formed are god,god,odg, ogd,dog,dgo.
Hope this helps you
:) :) :)
Here's your answer....
The letters of the word MACMILLAN,BANANA can be arranged in
MACMILLIAN - 9!
Because it has 9 letters
BANANA-6!
Because it has 6 letters
For example-
AN is a word
It has 2 letters...
So, 2!
2×1= 2 words
The words formed are an,an
Other example-
GOD is a word
It has 3 letters...
So,3!
3×2×1 = 6 words
The words formed are god,god,odg, ogd,dog,dgo.
Hope this helps you
:) :) :)
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