Answer:
Correct option is A.
Explanation:
Laurie's engagement with Pluto automobiles best illustrates <u>brand loyalty.</u>
Brand loyalty is defined as positive feelings towards a brand and dedication to purchase the same product or service repeatedly now and in the future from the same brand, regardless of a competitor's actions or changes in the environment.
Same is the case with Laurie, even she had a bad experience at the dealership even then she decide to buy a Pluto Y20 for her daughter.
Answer:
production
Explanation:
Based on the information provided within the question it can be said that Seth's acquisition of the game is by production. This is the process of completely creating from scratch the idea that leads to the product. Which is what Seth did since he developed the game from zero. Using the computer that was gifted to him as a tool.
Answer: Hi your question is incomplete attached below are the missing details
answer :
A) 16 used DVDs
B) i) $18
ii) $6
iii) $8
Explanation:
<u>A) Determine the weekly shortage of used DVDs due to ceiling price = $11</u>
shortage = Quantity demanded ( H ) - Quantity supplied ( F )
at ceiling price of $11 ; quantity demanded = 20 , Quantity supplied = 4
= 20 - 4 = 16 used DVDs
B) i) <em>New consumer surplus = ADLK </em>
ADLK = ∠ ABK + BKLD
= 1/2 * 4 * 1 ) + ( 15 - 11 )*4 = $18
<em>ii) New producer surplus = DLE </em>
DLE = 1/2 * 4 * ( 11-8 )
= $6
<em> iii) Total economic surplus lost </em>
ΔKJL = 1/2 ( 8 - 4 ) * ( 15 - 11 )
= $8
Answer:
0.368
Explanation:
Price of B(0,13) = 1 / (1 + interest rate)^years
Price of B(0,13) = 1 / (1 + 8%)^13
Price of B(0,13) = 1 / (1+0.08)^13
Price of B(0,13) = 1 / (1.08)^13
Price of B(0,13) = 1 / 2.7196237
Price of B(0,13) = 0.3676979247
Price of B(0,13) = 0.368
Answer:
Mandy Capital A/c Dr. $100,000
Brittney Capital A/c Cr. $100,000
Explanation:
Mandy selling $100,000 shares of assets, so we will report the transaction on the sale of stock by the amount of equity sold. Now, all parties will negotiate the price that one can sell to another for this equity valuation, which would be $85,000 in this case.