Answer:
an increase in the operating income by $16,322
Explanation:
The computation of the impact in the operating income is given below:
Variable cost of 75 units (1300000 × 75 ÷ 12700) 7,678
Sale price of 75 units (75 × 320) 24,000
Increase in operating income (24000 - 7678) $16,322
hence, the impact in the operating income is that there is an increase in the operating income by $16,322
Answer:
Shopping products
Explanation:
Shopping products usually involves the customer doing comparison shopping as customer like to compare price, quality, offers, discounts etc. There are several websites which help the customer in comparing the products available of various brands and then buying the product. It is helpful in making smart purchase and buying the products which are worth for the money spent. It give complete analysis of product quality and price.
Answer: a. tests of conscientiousness
Explanation:
Test that measure conscientiousness essentially check to see if the prospective employee is capable of doing the tasks required of them well and with seriousness. The test will also show if the person is capable of showing the required diligence and care in their roles.
Such tests are free of bias in testing as conscientiousness can be measured evenly across cultures.
Answer:
Adriana Corporation
Using the High and Low method the Variable and Fixed portions of the Total Cost is:
Fixed Costs = $247,420
Variable Costs = $39.50 Per unit x 8,020 Machine Hours = $316,790
B. at an average of 7,500hrs Machine hours, the estimated Overhead costs = $247,420 x (39.50 x 7,500)
= $543,670
Explanation:
The High and Low Method is a costing method which attempts to split the mix of Fixed and Variable costs in a mixed Total cost of production by looking at one element of variability (in this case Machine Hours)
It is a subjective approach, however simple to calculate. Other method is the regression analysis, which is more complex in comparison to the high and Low
The attached excel file shows how we derived the Variable and Fixed Costs element of the Overhead Costs
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