Answer:
See explanation section
Explanation:
We have to use the function with a fixed cost and a variable cost. Here, the fixed cost is $100, as the bus driver will receive the money daily for driving. $0.20 per kilometer is the variable expense, as increasing the mileage will help to earn more. To draw this in a function, we can get -
Amount of daily pay, P = Fixed cost (f) + Variable cost (v)
p = $200 + 0.20 × k
Answer:
D. Cathy should specialize in pies, and Lewis should specialize in cakes
Explanation:
For determining which statement is correct first we need to find out the
Cathy Opportunity cost for making a pie is
= 1 ÷ 1.5
= 0.66 cake
Now for making a cake is
= 1.5 ÷ 1
= 1.5 pies
Lewis opportunity cost for making a pie is
= 1.5 ÷ 2
= 0.75 cake
And for making a cake is
= 2 ÷ 1.5
= 1.33 pies
Therefore the option D is correct
Answer:
C. tactical asset management
Explanation:
Selecting the percentage of total asset to be allotted to a given asset is known as strategic asset management. The percentage of variation from which the asset manager can choose from is called Tactical asset management, so that the manager can take advantage of opportunities within the market.
Tactical asset management is a constantly changing investment strategy that deliberately changes portfolio asset allocation so as to maximize market opportunities.
<u>Answer:</u>
A researcher plans to evaluate a new reading program by measuring students’ reading skill before and after the program begins. If all the students have high reading skills scores before the program begins, then the measurement procedure has a sensitivity problem known as a "ceiling effect".
<u>Explanation:</u>
The effect which happen if a large proportion of topics on the observed variable have the maximum scores in a study is understood as "ceiling effect". This allows segregation impossible between subjects at the top end of the scale. Exam paper, for instance, will result in 50 percent of students scoring 100 percent. The restriction of calculation happens when the highest score achievable or near to the highest score on a test or measuring device is reached, thus reducing the risk that the test device has correctly calculated the expected domain.