Answer:
(29,800)
Explanation:
The computation of the financial advantage or disadvantage is shown below:
As we know that
Financial disadvantage = Cost of making - Cost of buying
where,
Cost of making is
= [(Direct material per unit + direct labor per unit + variable manufacturing overhead per unit) × units produced] + additional segment margin
= [($4.7 + $9.30 + $9.80 + $5.20) × 22,000 units] + $34,000
= ($29 × 22,000 units ) + $34,000
= $672,000
And, the Cost of buying is
= Units produced × offered price
= 22,000 units × $31.90
= $701,800
So,
Financial disadvantage is
= Cost of making - Cost of buying
= $672,000 - $701,800
= (29,800)
The answer to this question is labels<span> on lead-based paint
Labels on lead-based paint does not contribute tpreventingnt lead poisoning as much as advocating to not using such product
Rather than using lead-based paint, people could opt to use safer products such as titanium-white based paint, which is proven to be less toxic.
</span>
Answer: $294,000
Explanation:
Gift of $71,000 is <u>time restricted</u> as it cannot be spent for 4 years.
Gift of $91,000 is <u>purpose restricted</u> as it must be used for the purpose of salaries.
Gift of $121,000 is <u>permanently restricted</u> as it must be held forever.
Income earned from the above gift of $11,000 is <u>purpose restricted</u> for needy families.
The gifts with donor restrictions total:
= 71,000 + 91,000 + 121,000 + 11,000
= $294,000
<span>"a 3/1 ARM" means starting at a fixed interest rate for the first 3 years and the interest rate will adjust every year after the first three years up to the part where it mentions a "3/9 cap". This on the other hand tells us that the increase will be 3% each time there is an interest rate increase and the max increase is 9%. Hence the answer is 9%</span>
For this case we have an equation of the form:
Where,
A: initial amount
b: growth rate
x: number of years
Substituting values we have:
By the time the earnings increase to 75000 we have:
From here, we clear x:
Answer:
you will have to wait until 23.95 years your winnings are worth $ 75,000
