You have $ 16,400 to invest today. The annual rate of interest is 8.1% Consider what your investment will be worth in 2 years. 1. At the end of the story, how much more would you have if compounding was every six months rather than annually? A Between 40.0 and 52.0 B Between 52.0 and 64.0 C Between 64.0 and 76.0 D Between 76.0 and 88.0 2. At the end of the story, how much more would you have if compounding was monthly rather than just annually? A Between 40.0 and 66.0 B Between 66.0 and 82.0 C Between 82.0 and 98.0 D Between 98.0 and 114.0
You have $ 16,400 to invest today. The annual rate of interest is 8.1% Consider what your investment will be worth in 2 years. 1. At the end of the story, how much more would you have if compounding was every six months rather than annually? A Between 40.0 and 52.0 B Between 52.0 and 64.0 C Between 64.0 and 76.0 D Between 76.0 and 88.0 2. At the end of the story, how much more would you have if compounding was monthly rather than just annually? A Between 40.0 and 66.0 B Between 66.0 and 82.0 C Between 82.0 and 98.0 D Between 98.0 and 114.0
Chapter1: Making Economics Decisions
Section: Chapter Questions
Problem 1QTC
Related questions
Question
answer questions 1 and 2

Transcribed Image Text:You have $ 16,400 to invest today.
The annual rate of interest is 8.1%
Consider what your investment will be worth in 2 years.
1. At the end of the story, how much more would you have if
compounding was every six months rather than annually?
A Between 40.0 and 52.0
B Between 52.0 and 64.0
C Between 64.0 and 76.0
D Between 76.0 and 88.0
2. At the end of the story, how much more would you have if
compounding was monthly rather than just annually?
A Between 40.0 and 66.0
B Between 66.0 and 82.0
C Between 82.0 and 98.0
D Between 98.0 and 114.0
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