Answer:
$ 142,800.00
Explanation:
The ending inventory can be computed by rearranging the cost of goods sold formula:
cost of goods sold=Beginning inventory+net purchases-ending inventory
ending inventory=beginning inventory+net purchases-cost of goods sold
beginning inventory is $92,000
Net purchases=purchases-discount+freight-in charges-purchase return
net purchases=$425,000-($425,000*1%)+$7000-($5000*99%)=$422,800.00
cost of goods sold is $372,000
ending inventory=$92,000+$422,800-$372,000=$ 142,800.00
Answer: $4.38
Explanation:
Conversion costs are based on completed units so those units that are yet to be completed will be converted into equivalent units.
Units produced = Units completed and transferred out + equivalent WIP
= 169,000 + (26,000 * 79%)
= 169,000 + 20,540
= 189,540 units
Total Conversion costs = beginning conversion costs + conversion costs added during period
= 103,000 + 726,925
= $829,925
Conversion cost per equivalent share
= 829,925/189,540
= 4.3786
= $4.38
Number 1 = decrease
number 2= have an ambiguous change
Answer:
Units to be produced will be 540
So option (a) will be the correct answer
Explanation:
We have given number of units sold = 500 units
Beginning inventory is given = 60 units
And ending Inventory= 100 units
We have to find units to be produced
Units to be produced is given by
Units to be Produced= Ending Inventory + Units to be Sold - Beginning Inventory = 500 + 100 - 60 = 540 units
So 540 units are produced
So option (a) will be the correct answer
For compounding interest, there is a formula relating the present worth (P) with the annuity (A). This is shown in the picture. The 'i' is the effective interest rate while n is the time. You should make sure that you are consistent with the units. If your time is in terms of years, your interest should be in terms of percent per year compounded yearly. Moreover, your annuity should be per yearly basis. In this case, it is already consistent so we don't need to convert. Substituting the values,
P = 10,000[(1.08^9-1)/(0.08*1.08^9)]
P = $62,468.88
