Answer:
Instructions are below.
Explanation:
Giving the following information:
Total fixed costs= 300,000
Total costs= $450,000
Units= 120,000
A) Unitary variable cost= 150,000/120,000= $1.25
B) Units= 75,000
<u>The fixed costs remain constant no matter how many units are made (between relevant ranges).</u>
Total fixed costs= $300,000
C) UNits= 160,000
Total variable costs= 1.25*160,000= $200,000
D) Units= 180,000
Total fixed costs= 300,000
Total variable costs= 1.25*180,0000= 225,000
Total costs= $525,000
Answer:
$207000 is the sales revenue for the year.
Explanation:
The given situation is:
Sales Revenue 100%
Cost Of Goods sold <u> 60% </u>
Profit Margin 40%
Now we neither have sales revenue figure nor the profit margin figures but we can calculate cost of goods sold from the following formula:
Cost Of Goods Sold = Opening Inventory + Purchases - Closing Inventory
By putting values we have:
Cost Of Goods Sold = $54,000 + $109,800 - $39,600
Cost Of Goods Sold = $124,200
Now cost of goods sold is 60% which means if we want to go at 100% we will divide with the percentage at which we are standing (60%) and multiply with the percentage which we want to calculate (Sales is 100%).
Sales revenue = Cost of goods sold * 100% / 60%
Sales revenue = $124200 * 100% / 60% = $207,000
Answer:
Interest will be $5000
So option (A) will be correct option
Explanation:
We have given principal amount P = $500000
Rate of interest = 6 %
Time is November 1 to December 31
So time = 2 months = 0.1666 year
Interest is given by
Interest 
So option (a) will be correct option
Answer:
The amount of loss should Jacob Inc. record on December 31, 2019 is $38,000
Explanation:
Truck Value = $48,000
Annual depreciation = ( $48,000 - $8,000) / 8 = $40,000 / 8= $5,000
First year (2018) = $40,000 - $5,000 = $35,000
Second year (2019) = $35,000 - $5,000 = $30,000
Loss = Truck Value (actual) + estimated residual value= $30,000 + $8,000 = $38,000
Answer:
C. when they are incurred, whether or not cash is paid.
Explanation:
In accrual accounting, expenses are recorded in the moment they are incurred, even if they have not been paid for.
In fact, the term "accrued expense" means an expense that has been incurred, but not yet paid.
One common example of an accrued expense is accrued wages:
Suppose that a firm hires a worker on March 1, for a wage of $1,000 dollars per month, that is due to be paid at the end of the month (March 31). This worker is earning $33 per day. By March 4, the firm should have recorded accrued wages for $132 ($33 x 4 days) even if no payments will be made until March 31.