Percent markup based on the selling price: 28.1%
Explanation:
The cost of the TV for the seller was
Of this, the markup of this price was 39%. Therefore, the value of the markup (in dollars) with respect to the cost for the seller was
So, this was the markup relative to the cost for the seller.
The price paid by the purchaser instead is
Therefore, the percent markup based on the selling price (paid by the purchaser) is:
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Answer:
She should report $2400.00
Explanation:
She has a contract for 64 hours and she gets $3200.00 Just by aritmethics, this is doing a division we can find that she gets $50.00 for every hour, therefore if she gives 48 hours in 2019 we multiply $50.00 for 48 hours and we get $2,400.00
Answer:
b. are usually composed of diagrams and equations.
Explanation:
Economic models involve huge number of factors for their study and analysis.
It encompasses the analysis of various situations in an economy. It amounts for significant influence on the changes in market and environment, in which an economy runs.
Since it is complex in nature it involves huge diagrams, metrics, equations.
As with just theory it is not easy to form the understanding of economics. Thus, it involves many pictorial representations in the form of diagrams, graphs, etc:
Therefore, correct statement is
Statement b
Answer:
D. $1,344 unfavorable
Explanation:
We know,
Direct materials quantity variance = (Standard Quantity - Actual Quantity) × Standard price
Given,
Standard Quantity = 4,440 pounds of material
Actual Quantity = 4,650 pounds of material
Standard price = $6.40
Putting the values into the above formula, we can get,
Direct materials quantity variance = (4,440 - 4,650) pounds × $6.40
or, Direct materials quantity variance = -210 pounds × $6.40
Therefore, Direct materials quantity variance = $1,344
As the actual quantity is higher than standard quantity, the situation is unfavorable. Therefore, option D is the answer.
Answer:
the depreciation expense at the end of the first year, December 31 is $ 8,250
Explanation:
Straight line Method of Depreciation Charges the same amount of depreciation over the useful life of the asset.
Depreciation Charge = (Cost - Salvage Value) / Useful Life
Depreciation Charge = ($50,000-$6,000) / 4 years
= $11,000
<u>Apportionment of Depreciation Charge</u>
<em>From April 5 to December 13 there are 9 months</em>
Therefore depreciation for the year is apportioned as follows :
Depreciation Charge = 9/12× $11,000
= $ 8,250
