Answer:
Options C and E
Only Nick and Jake are optimising over his choice of fruit?
Explanation:
The marginal utility obtained from the purchase of a product is the amount of satisfaction derived from purchasing an additional unit of the product.
The utility is maximised when the satisfaction in terms of marginal utilities obtained from each product is equal to each other.
We obtain this simply by dividing the marginal utilities for each fruit by their price, and comparing them.
Dmitiri:
Apples: 8/1 =8
Pears: 10/2 =5
8/1 is not equals to 10/2
Frances:
Apples: 7/1 =7
Pears: 16/2 =8
7 is not equals to 8
Jake:
Apples: 6/1 =6
Pears: 12/2 =6
The marginal utility is equal hence Jake's choice is optimal
Latasha:
Apples: 5/1 =9
Pears: 9/2 =4.5
9 is not equals to 4.5
Nick:
Apples: 4/1 =4
Pears: 8/2 =4
The marginal utility is equal hence Nick's choice is optimal
Answer:
a decrease in the effectiveness of assets in producing sales by a favorable trend in using assets to generate sales.
Explanation:
Assets turnover ratio = 
Therefore when the ratio increases it means the level of sales has increased, with a higher rate than earlier.
Now also with this it reflects that the effectiveness of assets in producing sales as by a favorable trend, as higher the ratio more favorable it is, as depicts higher sales.
Answer:
Option (B) is correct.
Explanation:
Total cash collections in June:
= Cash sales + (62 percent of June credit sales) + (30 percent of May credit sales) + (5 percent of April credit sales)
= $60,000 + ($51,000 × 0.62) + ($37,000 × 0.30) + ($11,000 × 0.05)
= $103,270
Therefore, the total cash collections in June at Feeney Furniture is $103,270.
Answer:
b
Explanation:
Form utility is a type of nullity that occurs as a result of the design of the product or service itself.
Time utility exists when a company makes a good or service available to consumers at the time that is most desirable or convenient for them.
Possession utility is utility derived from owning a product
Answer:
A: 0.1475 , B: 0.3389
Explanation:
a. Probability Refrigerator purchased from store lasts more than 15 years :
Prob(refrigerator purchase from A) and Prob(refrigerator from A life > 15 years) + .........Prob(refrigerator purchase from D) and Prob(refrigerator from D life >15 years)
(0.40x0.1)+(0.25x0.20)+(0.15x0.05)+(0.20x0.25) = 0.04+0.05+0.0075+0.05 = 0.1475
b. Refrigerator last > 15 years given , Probability it is from B :
[ Prob (B Purchase) . Prob (life > 15, given from B) ] / Prob (Life > 15)
P (B/15) = [P(B).P(15/B)] / [P15] {Bayes Theorum}
= [(0.25)(0.20)] / 0.1475 = 0.05 / 0.1475
= 0.3389
