Answer:
a. $173
Explanation:
The computation of the amount of interest earned in five years is shown below;
But before that following calculations need to be done
As we know that
Simple interest = Present value × rate of interest × time period
= $2,500 × 8% × 5
= $1,000
Now the future value is
Future value = Present value × (1 + rate of interest)^number of years
= $2,500 ×(1 + 8%)^5
= $2,500 × 1.4693280768
= $3,673
Now the compound interest is
Compound interest = Future value - Present value
= $3,673 - $2,500
= $1,173
Now interest on interest is
Interest on interest = Compound interest - Simple interest
= $1,173 - $1,000
= $173
I’m going to make this short your answer is
C. $120,100.
Answer:
6.56%
Explanation:
Given:
The amount paid to the bank = $2,000
Let the interest rate paid be 'r'
By compound interest ,
After 1 year the paid amount will be $2000 × ( 1 + r )
Now,
the bank is paying $140 every year
thus,
2000 × ( 1 + r ) =
or
2000r + 2000r² = 140
on solving the above quadratic equation, we get
r = 0.0656
or
r = 6.56%
Hence,
interest rate the bank advertising = 6.56%
Answer:
Under current tax law, no option is correct. Before 2018, option C would have been right.
Explanation:
Currently under the Tax Cuts and Jobs Act (from Jan. 2018 until Dec. 2025) you can only deduct interests on mortgages used to purchase, build or improve your home. In this case, Jorge will only be able to deduct the interests paid on the $130,000 he owed for the first mortgage.
Interests on home equity loans will again be deductible (up to $100,000) starting Jan. 2026.