Answer:
$10,340
Explanation:
The computation of k is shown below;
Rate per quarter = 6% ÷ 4 = 1.5%
In the case when perpetuity paid every year, the effective rate is
= (1 + 1.5%)^4 - 1
= 6.136%
Now Effective rate in the case when perpetuity paid every 5 years
= (1 + 1.5%)^(4 × 5) - 1
= 34.68%
Now
The present value of Both perpetuities = $6,500 ÷ 6.13635506249994% + $8,500 ÷ 34.6855006550052%
= $130,431.99
Now
annuity =k
Number of Periods=25
effective rate = 6.13635506249994%
Annuity k =PV ÷ ((1 - (1 + r)^-n) ÷ r
= $130,431.99 ÷ ((1-(1 + 6.13635506249994%)^-25) ÷ 6.13635506249994%
= $10,335.84
= $10,340
Answer:D:(A cooperative lending institution for a particular group.)
Explanation:
Answer:
statement is true
Explanation:
the given statement is true because
as we know the costs of an inventory item is includes the
invoice price - discount ( if any discount is given ) + any added or incidental cost
but we have given invoice cost + any added or incidental costs - any discount
so we can say the given statement is true
Answer:
Cost of Ending WORK in Process $ 139496
Explanation:
Richmond Corporation
Weighted-Average Method
Ending work in process inventory 21,200 units
<em>First we find the equivalent units in the ending work in process inventory.</em>
Materials = 100% complete = 21200 units
Conversion= 60 % complete = 60% of 21200= 12720 units
<em>Then we multiply the equivalent units of the work in process inventory with the equivalent cost per unit and then add the materials and conversion costs to get the total cost of the ending work in process inventory.</em>
Materials = 21200 * $3.55 = $75260
Conversion = 12720 * $5.05= $ 64,236
Cost of Ending WORK in Process= $75260+$ 64,236= $ 139496
Answer:
150
Explanation:
The computation of the total GRP is shown below:
Data provided in the question
Number of allotments = 3
Daily effective circulation = 25,000
Total market population = 50,000
So, the total GRPS is
= (Number of allotments × Daily effective circulation) ÷ (Total market population) × 100
= (3 × 25,000) ÷ (50,000) × 100
= 150