Answer:
a. $28
b. $19
c. 800 watches
Explanation:
The equation is
p = D(q) = 28 - 2.25
The equation of the demand would be
P = 28 - 2.25q
a. The price would be
= $28 - 2.25 × 0
= $28 - 0
= $28
b. The price would be
= $28 - 2.25 × 4
= $28 - 9
= $19
The quantity demanded is come in hundreds so we take only 4
c. The quantity woul dbe
$10 = $28 - 2.25q
$10 - $28 = -$2.25q
-$18 = -$2.25q
So q would be
= 800 watches
They are in charge of making sure the game's graphics aren't too complex for the user base.
What is game's graphics?
Throughout the history of video games, a variety of computer graphic approaches have been employed to display game content. The supremacy of specific methodologies has changed over time, mostly as a result of hardware developments and limitations such those imposed by central or graphics processing units.
Learn more about game's graphics with the help of given link:-
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The individuals or households that want goods and services for personal consumption or use, and have the resources to buy them are part of the consumers
<h3>Who are the consumers?</h3>
Consumers are known as the end users of any produced goods and services. They are crucial in the logistics chain in order to keep production running.
They are the set of individuals that want goods and services for their daily use and consumption purposes.
Learn more on consumers here: brainly.com/question/1213062
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Answer:
Genetic drift
Explanation:
Hardy-Weinberg stated that the genotype frequencies in a population remain constant unless an abnormal event or evolutionary influence occurs. The population size can lead to generic variation or drift and that generic variation affects the hardy-Weinberg condition. Generic drift is a variation in the genotype frequency level. Generic drift or variation can be due to several reasons such as genes etc.
Answer:
$96,080
Explanation:
Calculation of Caldwell Company amount of overhead applied to Product A using activity-based costing.
First step is to use ABC, Overhead assigned to Product A :
Using this formula
[(Number of machine setups for Product A / 1,000) * Machine setup Overhead costs] + [(Number of machine hours for Product A / 30,000) * Machining Overhead costs] + [(Number of inspections for Product A / 1,500) * Inspecting Overhead costs]
Hence:
Let plug in the formula
= [(240 / 1,000) * $105,000] + [(22,200 / 30,000) * $50,000] + [(660 / 1,500) * $77,000]
= $25,200 + $37,000 + $33,880
= $96,080
Therefore Caldwell Company amount of overhead applied to Product A using activity-based costing will be:$96,080
