Answer:
Assets must have increased by $5,000, or stockholders' equity must have decreased by $5,000
Explanation:
The accounting equation shows the relationship between the elements of a balance sheet which are assets liabilities and equity.
This may be expressed mathematically as
Assets = Liabilities + Equity
As such, an increase in total liabilities by $5,000 from the options given means that assets must have increased by $5,000, or stockholders' equity must have decreased by $5,000, this way, the accounting equation stays true.
Answer:
Annual depreciation= $10,000
Explanation:
Giving the following information:
The total acquisition cost was $33,000. The machine has an estimated useful life of 3 years and a salvage value of $3,000.
To calculate the depreciation expense under the straight-line method, we need to use the following formula:
Annual depreciation= (original cost - salvage value)/estimated life (years)
Annual depreciation= (33,000 - 3,000)/3
Annual depreciation= $10,000
Answer:
Banks act as financial intermediaries because they stand between savers and borrowers. Savers place deposits with banks, and then receive interest payments and withdraw money. Borrowers receive loans from banks and repay the loans with interest.
Explanation:
;)
Answer:
Tbh if I could stop the time
I would do anything to get the time back to normal since it will probably be boring doing it yourself with no help if you know what I mean :)
Explanation:
Hoped this helped :)
Answer:
a. Manufacturing overhead allocation rate for each department.
<u>Machining Department</u>
Overhead allocation rate = $2.50
<u>Assembly Department</u>
Overhead allocation rate = $4.00
b. total cost of Job #846 is $6,505
Explanation:
a. Manufacturing overhead allocation rate for each department.
<u>Machining Department</u>
Overhead allocation rate = Overhead / Machine hours
= $250,000/ 100,000
= $2.50
<u>Assembly Department</u>
Overhead allocation rate = Overhead / direct labor-hours
= $360,000/ 90,000
= $4.00
b. total cost of Job #846
Direct material cost :
Machining $2,700
Assembly $1,600
Direct labor cost :
Machining $ 400
Assembly $ 900
Overhead Costs :
Machining ( $2.50 × 170) $ 425
Assembly ( $4.00 × 120) $ 480
Total Cost $6,505
