Question: Present VALUE Finding the Present Value(Principal) and the Compound Interest Using the Formula. Using the present value formula, solve the following: a.) Compound Amount =
Present VALUE
Finding the Present Value(Principal) and the Compound Interest Using the Formula.
Using the present value formula, solve the following:
a.)
Compound Amount = 20,000
Nominal Rate = 6%
Term of Loan = 10 years
Interest Compounded = Annually
What is the present Value?
b.)
Compound Amount = 9,000
Nominal Rate = 9%
Term of Loan = 4 years
Interest Compounded = Semi-Annually
What is the present Value?
c.)
Compound Amount = 3,500
Nominal Rate = 8%
Term of Loan = 4 years
Interest Compounded = Quarterly
What is the present Value?
d.)
Compound Amount = 100,000
Nominal Rate = 12%
Term of Loan = 2 years
Interest Compounded = Bi-Monthly
What is the present Value?
e.)
Compound Amount = 7,000
Nominal Rate = 10%
Term of Loan = 30 years
Interest Compounded = Annually
What is the present Value?
f.)
Compound Amount = 50,000
Nominal Rate = 12%
Term of Loan = 7 years
Interest Compounded = Quarterly
What is the present Value?
Please explain thoroughly or my understanding.
Step by Step Solution
There are 3 Steps involved in it
Get step-by-step solutions from verified subject matter experts
