Brian Burkhardt's monthly payments for this mortgage would be equal to $1,423.92.
<h3>How to calculate monthly payment?</h3>
Mathematically, the monthly payment for a mortgage can be calculated by using this formula:

<u>Where:</u>
- M is the monthly payment.
- n is the number of times it's compounded.
<u>Note:</u> r = 4.10 = 0.041/12 = 0.0034
Substituting the given parameters into the formula, we have;

M = $1,423.92.
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Answer:
$20 million
Explanation:
Data provided in the question:
Book value of assets in 2005 = $1,200 million
Fair value of assets in 2005 = $955 million
Book value of assets in 2006 = $720 million
Fair value of assets in 2006 = $700 million
Now,
Impairment Loss = Fair value - Carrying value of Net assets
or
Impairment Loss
= Fair value of assets in 2006 - book value of assets in 2006
= $700 million - $720 million
= - $20 million [ Here, the negative sign means a loss]
Hence,
Impairment loss of $20 million
Answer: sale growth rate = 10.82%
Explanation:
blume's formula = ((t - 1)/(n - 1 )) x arithmetic r + geometric r x (n - t)/(t - 1)
blume formula = ((5 -1 )/(15 - 1)) x 0.09 + 0.12 x (15- 5)/ (5 - 1)
Blume formula = 10.82%
Answer:
$1960
Explanation:
The computation of the total cost is shown below:
Total variable overhead estimated is
= (4 × 31400)
= $125600
Now
total overhead estimated is
= Total variable overhead estimated + Total fixed overhead estimated
= $125600 + 219800
= $345400
Now predetermined overhead rate is
= $345400 ÷ 31400
= $11 per machine hour
Now total overhead applied is
= (11 × 20)
= $220
So, total job cost is
= Direct material + Direct labor + Total overhead
= (580+1160+220)
= $1960