Jose Reynolds deposited $10,000 in an account paying interest of 4% compounded annually.
What amount will be in the account at the end of 4 years? (For calculation purposes, use 5 decimal places as displayed in the factor table provided. Round answer to 2 decimal places, e.g. 52.75.)
| Amount | $ |
Answer :
Amount at the end of 4 years compunded annually :
= principal (1+rate/100) ^ (T × n)
{Note : ^ means to the power of }
Therefore,
principal = $10,000
Rate = 4%
Term = 4
n = 1
That implies ,
= $10,000 ( 1 + 4/100)^ 4
= $10,000 (1.04)^4
= $10,000 × 1.169858
= $11,698.58
Jose Reynolds deposited $10,000 in an account paying interest of 4% compounded annually. What amount will...
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They also deposited $1,600 on each of her birthdays until she was
17 (including her 17th birthday).
Click here to view the factor table.
(For calculation purposes, use 5 decimal places as
displayed in the factor table provided.)
How much was in the savings account on her 17th birthday (after the
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Brief Exercise G-05
Mark and Betty Garfield invested $7,000 in a savings account
paying 6% annual interest when their daughter, Angela, was born.
They also deposited $1,000 on each of her birthdays until she was
17 (including her 17th birthday).
Click here to view the factor table.
(For calculation purposes, use 5 decimal places as
displayed in the factor table provided.)
How much was in the savings account on her 17th birthday (after the
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