EXCEL
The idea of buying a new machine to replace the older one arose at the last management team meeting. The older one would not be sold but could be used as backup if necessary. If Pecan Peanuts does decide to replace the older machine and buy a new one, the finance dept has indicated that the maximum monthly payment they could afford, based on current profit forecasts for the next six years, would be £2000 p.m. The Company’s bankers would be able to offer an interest rate of 9% to borrow the £96,000 cost of the new machine. What range of months would you recommend that the loan is taken over to keep within Pecan Peanuts’ budget?
{Insert calculation IN EXCEL and summarise result approx. 200 words
Insert calculation IN EXCEL and summarise result approx. 200 words}
Monthly payment that is within Pecan Peanuts’ budget= 2000 |
Converting the annual interest rate of 9% offered by the bankers into |
monthly rate , ie. 9%/12= 0.75% or 0.0075 p.m. |
for a period of n mths |
for the principal loan amount borrowed= 96000 |
So, using the present value of ordinary annuity formula, |
PV=Periodic Pmt.*(1-(1+r)^n)/r |
where, the PV of the loan is given as 96000 |
Periodic pmt.=the maximum monthly pmt, ie. 2000 |
r= the monthly interset rate, 0.0075 |
n= no.of months to be found out----?? |
so, plugging in the above values, in the formula, |
96000=2000*(1-(1+0.0075)^n)/0.0075 |
Solving for n,we get n= 59.7278 mths. |
so, the no.of months recommended that the loan is taken over to keep within Pecan Peanuts’ budget is |
59 to 60 months |
(Answer) |
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