Answer: $300,000
Explanation:
As overhead is applied on the basis of direct labor cost, the overhead rate for the period is:
= Overhead / Direct labor cost * 100%
= 5,340,000 / 890,000 * 100%
= 600%
If direct labor cost is $50,000 then overhead applied will be:
= Direct labor cost * Overhead rate
= 50,000 * 600%
= $300,000
Answer:
According to the economists, the resources are scarce and human wants are unlimited. So, it is difficult to satisfy each and every want of people. But according to the theory of abundance, we can overcome from this problem by division and specialization of labor. If there is a proper division of labor according to their specialization then this will increase the productivity and one can produce more goods with the same level of resources.
From this economic practice, we can overcome from the problem of scarce resources.
Answer:
$150,900
Explanation:
Calculation for what The cost of goods manufactured for June was:
Direct materials $56,800
Direct labor $30,700
Manufacturing overhead applied to work in process $53,900
Total manufacturing costs $141,400
Add: Beginning work in process inventory $31,000
$172,400
Less: Ending work in process inventory $21,500
Cost of goods manufactured $150,900
($172,400-$21,500)
Therefore The cost of goods manufactured for June was:$150,900
Answer:
$2,933
Explanation:
The company had a net income of $8,110, and paid 30% of it to its shareholders, therefore:
$8,110 x 0.30 = $2,433.
But it also repurchased $500 worth of common stock, and this is to be distributed among the sharedholders as well, thus:
$2,433 + $500 = $2,933
Question: The demand function for widgets is given by D(P) = 16 − 2P. Compute the change inconsumer surplus when price of a widget increases for $1 to $3. Illustrate your result graphically
Answer:
For price of a widget equal to $1 consumer surplus is
D(1) = 16 - 2(1) = 14
CS₁ = ½ × (8 – 1) × D(1) = ½ × 7 × 14 = 49.
When price is equal to $3 consumer surplus is
D(3) = 16 - 2(3) = 10
CS₃ = ½ × (8 – 3) × D(3) = ½ × 5 × 10 = 25
