Ponzi Scheme Calculator
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I'm trying to write a Efficient Ponzi scheme calculator that when given: the initial amount invested, maximum number of recruits that a recruiter may have, the entry fee and the percentage of the entry fee each recruiter can keep. It returns minimum number of persons that must be recruited for the initial investment may be recouped.
n: the number of dollars invested
b: the maximum number of recruits that a recruiter may have
m: the entry fee
r: the percentage of earnings each recruiter is allowed to keep.
Here is the Code I have written:
def findNumPersons(n, b, m, r):
money=b*m
counter=b
while money<n:
money+=m*((100-r)/100)
counter+=1
return counter
My challenge is that as n get larger and (b,m,r) get smaller it takes longer to calculate the minimum amount of persons.
python
New contributor
$endgroup$
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$begingroup$
I'm trying to write a Efficient Ponzi scheme calculator that when given: the initial amount invested, maximum number of recruits that a recruiter may have, the entry fee and the percentage of the entry fee each recruiter can keep. It returns minimum number of persons that must be recruited for the initial investment may be recouped.
n: the number of dollars invested
b: the maximum number of recruits that a recruiter may have
m: the entry fee
r: the percentage of earnings each recruiter is allowed to keep.
Here is the Code I have written:
def findNumPersons(n, b, m, r):
money=b*m
counter=b
while money<n:
money+=m*((100-r)/100)
counter+=1
return counter
My challenge is that as n get larger and (b,m,r) get smaller it takes longer to calculate the minimum amount of persons.
python
New contributor
$endgroup$
add a comment |
$begingroup$
I'm trying to write a Efficient Ponzi scheme calculator that when given: the initial amount invested, maximum number of recruits that a recruiter may have, the entry fee and the percentage of the entry fee each recruiter can keep. It returns minimum number of persons that must be recruited for the initial investment may be recouped.
n: the number of dollars invested
b: the maximum number of recruits that a recruiter may have
m: the entry fee
r: the percentage of earnings each recruiter is allowed to keep.
Here is the Code I have written:
def findNumPersons(n, b, m, r):
money=b*m
counter=b
while money<n:
money+=m*((100-r)/100)
counter+=1
return counter
My challenge is that as n get larger and (b,m,r) get smaller it takes longer to calculate the minimum amount of persons.
python
New contributor
$endgroup$
I'm trying to write a Efficient Ponzi scheme calculator that when given: the initial amount invested, maximum number of recruits that a recruiter may have, the entry fee and the percentage of the entry fee each recruiter can keep. It returns minimum number of persons that must be recruited for the initial investment may be recouped.
n: the number of dollars invested
b: the maximum number of recruits that a recruiter may have
m: the entry fee
r: the percentage of earnings each recruiter is allowed to keep.
Here is the Code I have written:
def findNumPersons(n, b, m, r):
money=b*m
counter=b
while money<n:
money+=m*((100-r)/100)
counter+=1
return counter
My challenge is that as n get larger and (b,m,r) get smaller it takes longer to calculate the minimum amount of persons.
python
python
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asked 24 mins ago
GeddezGeddez
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Geddez is a new contributor. Be nice, and check out our Code of Conduct.
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Geddez is a new contributor. Be nice, and check out our Code of Conduct.
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