An author receives a $7,600 advance payment for a book publishing deal and wants to place the money in a savings account for 8 years. Which account would have a larger balance if interest is compounded semi-annually at 3.62%, compared to continuously compounded interest at 3.52%? The semi-annually compounded account will have a larger balance of $10,071.89. The continuously compounded account will have a larger balance of $10,071.89. The semi-annually compounded account will have a larger balance of $10,126.53. The continuously compounded account will have a larger balance of $10,126.53.
An author receives a $7,600 advance payment for a book publishing deal and wants to place the money in a savings account for 8 years. Which account would have a larger balance if interest is compounded semi-annually at 3.62%, compared to continuously compounded interest at 3.52%? The semi-annually compounded account will have a larger balance of $10,071.89. The continuously compounded account will have a larger balance of $10,071.89. The semi-annually compounded account will have a larger balance of $10,126.53. The continuously compounded account will have a larger balance of $10,126.53.
Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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An author receives a $7,600 advance payment for a book publishing deal and wants to place the money in a savings account for 8 years. Which account would have a larger balance if interest is compounded semi-annually at 3.62%, compared to continuously compounded interest at 3.52%?
The semi-annually compounded account will have a larger balance of $10,071.89.
The continuously compounded account will have a larger balance of $10,071.89.
The semi-annually compounded account will have a larger balance of $10,126.53.
The continuously compounded account will have a larger balance of $10,126.53.
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