Respuesta :
Answer:
$320
Explanation:
General Outline/Strategy
- Use the provided simple interest formula, to find the amount that Mr. Simms owes at the end of the year.
- Find the difference of the amount reserved to pay back the loan, and the amount owed.
Step 1. Finding the amount owed
[tex]A=P(1+r)\\A=(3000)(1+(0.06))\\A=3000*1.06\\A=3180[/tex]
So the amount owed at the end of the year will be $3180
Step 2. Finding the difference
[tex]\text{amount reserved}-\text{amount owed}=\text{amount remaining}\\3500-3180=320[/tex]
So, the amount remaining after Mr. Simms paid off the loan from the $3500 saved is $320
320 $ will remain after he pays back the loan amount and interest.
What is the Detailed Plan/Strategy for calculating loans?
Calculate the balance due from Mr. Simms at the end of the year using the basic interest formula supplied.
Find the difference between the sum set aside to repay the loan and the sum due.
Step 1: Calculating the debt
A= P( 1+r)
A= (3000) + (1+ (00.6))
A= 3000* 1.06
A= 3180
Consequently, $3180 will be due at the end of the year.
Finding the difference in step two:
amount reserved- amount owed= amount remaining.
3500-3180= 320
Therefore, Mr. Simms had $3500 saved after paying off the debt, leaving him with $320.
Learn more about loan and interest questions here:
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