Answer:
$40 and $20
Explanation:
Based on the information provided within the question it can be said that in this scenario there would be two sets of standards. The first would be the international accounting standards which recognizes the midpoint of the range, which in this case is $40. While the second is the U.S standard which recognizes the low point of the range, which in this case is $20.
Answer:
Note: See table attached to question below to fully understand
Marketing mix Business traveller Luxury traveller
element segment segment
<em>Product strategy</em> Luxury car SUV or Minivan
<em>Price strategy</em> Premium Saver
<em>Promotion strategy</em> Gold club Free car seat
<em>Place strategy</em> Airport hubs Park access
Answer:
Explanation:
The constraints we have are two in number.
1. Sam and Kori cannot sit next to each other
2. Lynn and Kori need to sit next to each other.
Both options A and B satisfy both these constraints because Sam and Kori are seated apart and Lynn and Kori are seated together.
Option C satisfies only one constraint which is that Kori is sitting next to Lynn. She is sitting next to Sam however so this option is wrong and by extension, so is option D as well.
Answer:
Off-season training should be focused on building general strength and conditioning in activities that are similar to the sport an athlete. According to the principle of specificity and reversibility, specificity states that the change in physical nature of the body is in line with the training type performed. Reversibility explains how an athlete can lose the effects gained from training from he stops training. Thus to stay fit, off-season training must concentrate on exercises that keeps the body in shape for the same type of sports.
Explanation:
Answer:
Charlie consumes 100 books and 25 wines at pareto-optimal allocation, is the right answer.
Explanation:
According to the question, book is denoted with b whereas, wine is denoted with w.
The Utility function of Martha is- 
The Utility function for Charlie is- 
= $1 : 
= $4
At pareto-optimality,
The budget constraint,
Therefore, it may be said that Charlie must consume 100 books and 25 wine at pareto-optimal allocation.
