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Uniform Series Problem

 
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Jun4-12, 03:48 AM   #1
 

Uniform Series Problem


Penelope wants to buy a car that is worth $43,195 by making a $4300 down payment and arranging a four-year lease
that calls for monthly payments in advance, interest of 2.91 percent compounded monthly, and a buyout payment of
$20,000 at the end of the lease. Calculate the amount of the monthly lease payment Penelope must make.


So what I thought of doing is

I subtract

43195 - 4300 - PRESENTVALUE OF (20000) = A[1-(((1+(0.0291/12))^-48))/]

PRESENTVALUE OF (20000) = 20000/((1+(0.0291/12))^48) = 17804.89

I get A = 465,

Im not sure if this is right, the solution saids 464.85, I carried all my decimals in my calculations as well.
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Jun7-12, 06:15 AM   #2
 
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Quote by Larrytsai View Post
Penelope wants to buy a car that is worth $43,195 by making a $4300 down payment and arranging a four-year lease
that calls for monthly payments in advance, interest of 2.91 percent compounded monthly, and a buyout payment of
$20,000 at the end of the lease. Calculate the amount of the monthly lease payment Penelope must make.


So what I thought of doing is

I subtract

43195 - 4300 - PRESENTVALUE OF (20000) = A[1-(((1+(0.0291/12))^-48))/]
Your equation seems to be missing some factors.

PRESENTVALUE OF (20000) = 20000/((1+(0.0291/12))^48) = 17804.89

I get A = 465.

I'm not sure if this is right. The solution said 464.85. I carried all my decimals in my calculations as well.
My calculations come up with 464.85. Without seeing the details of your calculation, it's impossible to say what went wrong.
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