Annuity Due and Annuity calculation
a-Calculate the annual payment that can be received over 30 years from a single investment of $ 1000000 earning 9% compounded annually.
b- Calculate monthly payment to be received over 15 years from a single investment of $ 250000 earning 14.4% compounded monthly.
c- Calculate the payment to be received at the beginning of each month for 15 years from an investment of $ 250000 earning 14.4% compounded monthly.
d- Calculate the future value of a quarterly annuity of $ 2000 beginning and continuing today and continuing for 10 years assuming an annual earning rate of 10%.
a | PV | 1000000 | |||||
Rate | 9% | ||||||
NPER | 30 | ||||||
PMT | $97,336.35 | Ans | |||||
=PMT(9%,30,-1000000) | |||||||
b | PV | 250000 | |||||
Rate | 1.20% | (14.4%/12) | |||||
NPER | 180 | (15 x 12) | |||||
PMT | $3,396.81 | Ans | |||||
=PMT(1.2%,180,-250000) | |||||||
c | PV | 250000 | |||||
Rate | 1.20% | (14.4%/12) | |||||
NPER | 180 | (15 x 12) | |||||
PMT | $3,356.53 | Ans | Beginning of period annuty i.e. annuity due) | ||||
=PMT(1.2%,180,-250000,,1) | |||||||
d | PMT | 2000 | |||||
NPER | 40 | (10 x 4) | |||||
rate | 2.50% | (10%/4) | |||||
FV | $138,175.23 | Beginning of period annuty i.e. annuity due) | |||||
=FV(2.5%,40,-2000,,1) | |||||||
Get Answers For Free
Most questions answered within 1 hours.