The value of money decreases rapidly
Answer:
$32,000
Explanation:
Cost of goods sold refers to all direct expenses incurred in producing goods and excludes all selling and indirect costs.
Cost of goods sold = Sales value - Gross Profit
Gross profit = Sales value - Direct costs - overhead costs
Gross profit per unit = $120 - ($50 + $ 20 + $10)
Gross profit per unit = $40 per unit
Gross profit in value = $40 per unit × No of units = $40 × 400 units = $16,000
Budgeted sales value = Selling price per unit × Budgeted sales units
= $120 × 400 chairs = $48000
Thus, budgeted cost of goods sold = Budgeted sales value - Gross Profit in value
= $48000 - $16000 = $32000
<u>Note</u>: While computing gross profit, selling and administrative expenses would be excluded since those are used while computing net income. Also, cost of goods sold excludes selling and administrative i.e . indirect costs.
Answer: D. 14;10
Explanation: The answer is D. 14;10 because a date to the right on a number line is older. This means that the first number has to be larger than the second number, and only D has this.
The amount of overhead allocated to a job that used 300 direct labor hours is $900.
<h3>Overhead allocated:</h3>
First step is to calculate the predetermined overhead rate per direct labor hour
Using this formula
Predetermined overhead rate=Estimated manufacturing overhead/Estimated direct labor hours
Predetermined overhead rate=$450,000/150,000
Second step is to calculate the overhead allocated
Overhead allocated=Predetermined overhead rate × Direct labor hours
Overhead allocated=$3×300
Overhead allocated=$900
Inconclusion the amount of overhead allocated to a job that used 300 direct labor hours is $900.
Learn more about overhead allocated here:brainly.com/question/15739613
Answer: A perfectly inelastic supply curve means that<u><em> the quantity supplied is completely fixed.</em></u>
Perfectly inelastic supply states that supply is completely fixed. Therefore it is not affected by the change in price level.
<u><em>Therefore, the correct option in this case is (e)</em></u>
