n!/(n-r)!
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Answered by
2
5 pr = 60
Let the constituting element be on the basis of "n".
Condition given : n!(n-r)!
So, Take G10 = XYZ.
Again, X = Y = 1/Z.
5 × p × r = Z/1 [Where Z = 6×10 = 60]
So, 5 pr = 60 (proved).
The above process of solving is known as the Lekwin process in which an absolute works under the solution.
Let the constituting element be on the basis of "n".
Condition given : n!(n-r)!
So, Take G10 = XYZ.
Again, X = Y = 1/Z.
5 × p × r = Z/1 [Where Z = 6×10 = 60]
So, 5 pr = 60 (proved).
The above process of solving is known as the Lekwin process in which an absolute works under the solution.
pkjain7:
find value of r
Answered by
3
5 pr = 60
Either, p = 60/5r
Or, r = 60/5p
You have to know the value of either "p" or "r" to calculate the other variable's value.
Either, p = 60/5r
Or, r = 60/5p
You have to know the value of either "p" or "r" to calculate the other variable's value.
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