Answer:
Fixed overhead application rate
= <u>Budgeted fixed overhead</u>
Budgeted direct labour hours
= <u>$114,000</u>
60,000 hrs
= $1.90 per direct labour hour
Amount of overhead applied to job X387: $
Variable overhead $4.90 x 170 hours = 833
Fixed overhead $1.90 x 170 hours = 323
1,156
Explanation:
In this case, there is need to calculate the fixed overhead application rate based on direct labour hours by dividing the the budgeted fixed overhead by budgeted direct labour hours. Then, we will calculate the overhead applied to Job X387 by multiplying the fixed and variable application rate by actual direct labour hours of 170 hours.
Answer:
d
Explanation:
the plan can change from buget sponsors and othere factors
Based on the above scenario, the production function is Y=K1/3L1/3H1/3.
<h3>What is production function?</h3>
The word production function is known to be an equation that is said to be the one that shows the relationship between the quantities of productive factors (that is labor and capital) that are said to be used and also the number of product that has been obtained.
Note that from the above, the equation that stands for Cobb-Douglas production function with three inputs. K is capital (the number of machines), L is labor, and H is human capital is Y=K1/3L1/3H1/3.
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The two primary varieties of price restrictions are known as price ceilings and price floors respectively.
<h3>What exactly are these pricing controls?</h3>
Price control is a technique that the government uses to guarantee that the price of a product or service on the market does not become too high or cheap.
Price controls may be broken down into two categories: price ceilings and price floors. Price floors and ceilings are used to determine the lowest and maximum amounts of a product's price, respectively. Price ceilings are used to determine the maximum amount of a product's price.
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Answer: $455,000
Explanation:
As the question states what will be the pledges receivable for 20x8 therefore, we will calculate all the pledges:
$35,000 + $20,000 + $400,000 = $455,000
Hence, the answer is $455,000 as we take into account all the pledges for the year 20x8.