Respuesta :
____ heya mate_____
here is full solution
John's payments are
month 1: $100
month 2: $100*(1.1)
month 3: $100*(1.1)²
month 4: $100*(1.1)Âł
...
The payments form the geometric sequenceÂ
a, ar, ar², ..., arâż
where
a = $100
r = 1.1
The sum of the first n terms is
Therefore the sum of the first 20 payments is
Sââ = [$100(1 - 1.1²â°)]/(1 - 1.1)
   = $5727.50
John makes a total of $5727.50 in the first 20 payments.
HOPE THIS WILL HELP U!!,!!! :-) :-) :-) :-) :-)
here is full solution
John's payments are
month 1: $100
month 2: $100*(1.1)
month 3: $100*(1.1)²
month 4: $100*(1.1)Âł
...
The payments form the geometric sequenceÂ
a, ar, ar², ..., arâż
where
a = $100
r = 1.1
The sum of the first n terms is
Therefore the sum of the first 20 payments is
Sââ = [$100(1 - 1.1²â°)]/(1 - 1.1)
   = $5727.50
John makes a total of $5727.50 in the first 20 payments.
HOPE THIS WILL HELP U!!,!!! :-) :-) :-) :-) :-)
x=47 it is 47 because 20-20 =0 but if you have square root it make senseÂ