Answer:
7,780 units
Explanation:
When using the weighted-average method in its process costing system we are only interested in the equivalent units of the output in that particular process. Outputs being Units completed and transferred and units in ending work in process.
Units in Ending Work in Progress calculation
Units in Ending Work in Progress = 1,300 units + 8,300 units - 6,800 units
= 2,800 units
Conversion Costs
Units completed and transferred (6,800 x 100%) 6,800
Units in Ending Work in Progress (2,800 x 35 %) 980
Equivalent units of Production - Conversion Costs 7,780
Conclusion
the equivalent units for conversion costs for the month in the first processing department are 7,780 units
The earnings in a cooperative are shared with member owners. The cooperative societies distribute the profits to its members based on the business transacted with the Cooperative society.
Answer:
5.4%
Explanation:
Several years ago the Haverford Company sold a $1,000 par value bond that now has 25 years to maturity and an 8.00% annual coupon that is paid quarterly. The bond currently sells for $900.90, and the company’s tax rate is 40%. What is the component cost of debt for use in the WACC calculation
Face value of bond = coupon amount / interest rate
1000 = 80 / 8%
Therefore 900.9 = 80 / revised interest rate
multiply both sides by the 'revised interest rate
revised interest rate x 900.9 = 80
Hence, revised interest rate = 80 / 900.9 = 9%
Secondly if the company’s tax rate is 40%, the component cost of debt for use in the WACC calculation = kd (1 - t)
where:
kd = Cost of debt
t = tax rate
Therefore cost of debt for use in the WACC calculation = 9% (1-0.4) = 5.4%
Answer:
$9.2
0
Explanation:
The calculation of the Finishing Department is shown below:-
Plant - wide overhead rate = Total overhead ÷ Total machine hour
= ($470,000 + $737,900) ÷ ($470,000 + 133,950)
Plant wide overhead rate = $2 per machine hour
Machine hour for product = 4.2 + 0.4
= $4.6 machine hour
Applied overhead = Machine hour for product × Plant wide overhead rate
= $4.6 × $2
= $9.2
0
Answer:
a) 120 skiers per day
b) 6.25% increase in revenue
Explanation:
a) If the average skier stays 10 days, the average turnover is 1/10 of the skiers per day, or 1200/10 = 120 skiers per day.
__
b) For a stay of n days, the average skier spends ...
50 +(n-1)30 = 20 +30n
and the average spending per day is ...
(20 +30n)/n = (20/n) +30
So, for a 10-day stay, the average skier spends in restaurants ...
20/10 +30 = 32 . . . . per day
And for a 5-day stay, the average skier will spend ...
20/5 +30 = 34 . . . . per day
The change in restaurant revenue is expected to be ...
(34 -32)/32 × 100% = 2/32 × 100% = 6.25%
Restaurant revenues will be 6.25% higher compared to last year.
