Answer:
This question lacks answers. Here they are:
A) Early adopter
B) Early majority
C) Innovator
D) Late majority
E) Laggard
Answer is B) <em>Early majority </em>
Explanation:
These are the adoption categories. They measure how inclined a customer is to adopting a new product or technology. Each category describes the main aim and goal of the customer when trying the new product.
Naturally, all categories are on the gradual scale:
Innovators -> Early adopter -> Early majority -> Late Majority - > Laggard
with the <em>innovator</em> being the group that is adopting the product immediately after launch, while the <em>laggard</em> is very change-resistant, rarely making choices regarding the adoption of something new.
The thinnest line is probably the difference between <em>early adopters</em> and the <em>early majority</em>. Early adopters are not as fast as innovators when it comes to product adopting and they are often doing it because of coolness or the "wow" factor of the product. Although the time of adoption for the early majority is the same or a little bit longer than early adopters, the key difference is that the early majority puts functionality over coolness when something is new and ready for adoption.
In this example, Ariana want to receive great functionalities for the given money, so she turns to ratings, reviews and recommendations from early adopters and innovators (Eric). Eventually, when it is determined that the product proves its value, the early majority adopts it.
Section A = 22,500 seats
section B = 14,900 seats
section C = 7,600 seats
Answer:
$1.2 per mile
Explanation:
Computation of the variable cost per mile using the high-low method
Using this formula
Variable cost per mile = (Highest activity cost - Lowest activity cost)/(Highest activity - Lowest activity)
Let plug in the
Variable cost per mile= (14,721 - 13,503)/(8,510 - 7,495)
Variable cost per mile= 1,218/1,015
Variable cost per mile=$1.2 per mile
Therefore the Variable cost per mile will be $1.2 per mile.
Answer:
$0.02
Explanation:
C&A sells T-shirts for $20 that cost $5 to produce
The annual holfing cost percentage is 10%
The T-shirts turn 25 times a year
The first step is to calculate the holding cost
= $5 × 10/100
= $5 × 0.1
= 0.5
Therefore, since the T-shirts turn over 25 times a year then, the holding cost that C&A incurs for each T-shirts can be calculated as follows
= 0.5/25 times
= $0.02
Hence C&A incur a holding cost of $0.02 for each T-shirts
