Answer:
8.95%
Explanation:
Data provided in the question:
Time, n = 29 years
Principle amount = $200,000
Future value = $2,400,000
Now,
Using the compounding formula
Future value = Principle × [ 1 + r ]ⁿ
here,
r is the interest rate
Thus,
$2,400,000 = $200,000 × [ 1 + r ]²⁹
or
[ 1 + r ]²⁹ = 12
taking the natural log both the sides, we have
29 × ln(1 + r) = ln(12)
or
ln(1 + r) = 0.08569
or
1 + r = 
or
1 + r = 1.0895
or
r = 0.0895
or
r = 0.0895 × 100% = 8.95%
I think the answer is convergent plate boundaries, but I am not positive. hope this helps :)
Answer:
$34,700
Explanation:
Calculation to determine what the cost of ending work in process inventory for the department would be:
Using this formula
Cost of ending work in process inventory=Beginning work in process inventory +Costs added to production-Units completed and transferred out
Let plug in the formula
Cost of ending work in process inventory=$12,700+$433,000- $411,000
Cost of ending work in process inventory=$34,700
Therefore the cost of ending work in process inventory for the department would be: $34,700