How many Distinguishable arrangements are there for the word peppers?
1 answer:
<h2>Answer:</h2><h2>There are 420 distinguishable ways of arranging the word "peppers"</h2>
Step-by-step explanation:
The given word is "PEPPERS"
The total number of letters in the word, n = 7
The letters which are repetative are P and S
The number of times P repeats, a = 3
The number of times S repeats, b = 2
By formula,
Substitue the values in the formula,
=
= 420
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Hey,
You need to first find the vertex
It opens upwards, because a>0 and now you just put in the coordinates in the table like if x=1->y=2*1^2-12*1+14 and you continue to find out the points.
You need to first find the vertex
It opens upwards, because a>0 and now you just put in the coordinates in the table like if x=1->y=2*1^2-12*1+14 and you continue to find out the points.