Answer:
0.2308 or 23.08%
Explanation:
Mean (μ) = $12.50
Standard deviation (σ) = $3.25
Assuming a normal distribution, for any given fare X, the z-score is calculated as:
For X = $15.00, the z-score is:
A z-score of 0.7692 corresponds to the 77.91-th percentile of a normal distribution. Therefore, the probability that a fare exceeds $15.00 is:
The probability that a specific fare will exceed $15.00 is 0.2308.
Answer:
The correct answer is: her marginal benefit per dollar for bagels will decrease, and her marginal benefit per dollar for cream cheese will increase.
Explanation:
Anne has $20 to spend on two goods bagels and cream cheese.
The marginal benefit per dollar for bagels is $6.
The marginal benefit per dollar for cream cheese is $10.
If she decides to buy more bagels and less cream cheese, the marginal benefit per dollar for bagels will decrease and marginal benefit per dollar for cream cheese will increase.
The marginal benefit per dollar for a commodity is the ratio of marginal utility derived from consuming the last unit of the commodity upon price of the commodity.
As more and more quantity of a commodity is consumed the marginal benefit per dollar for it will go on declining. This is because the marginal utility derived from each additional unit will go on declining while price will remain the same. The less the commodity is consumed, the marginal benefit per dollar for it will increase.
Answer:
The amount of net income reported in 2020 income statement would be $75,000.
Explanation:
Pretax accounting income for 2020 = $100,000
Income tax expense for 2020 = Current tax + Reversal of Deferred tax assets
= ($100,000 - $100,000)*25% + ($100,000*25%)
= $25,000
Amount of net income reported in 2020 income statement = Pretax accounting income - Income tax expense
= $100,000 - $25,000
= $75,000
Therefore, The amount of net income reported in 2020 income statement would be $75,000.
Answer:
Annual demand (U) = 90.000 bags
Cost of each bag = $1.50
Inventory carrying cost per unit(C) = $1.50 × 20% = 0 30
Ordering cost per unit (O) = $15
Part A)
EOQ = 3,000
Part B)
Maximum inventory = EOQ + Safety inventory on hand
Maximum inventory = 3000 + 1000
Maximum inventory = 4.000
Part C)
Average inventory = Maximum inventory + Minimum or Safety /2
Average inventory = 4,000 + 1,000 / 2
Average inventory =2,500
Part D)
How often company order = Annual demand / EOQ
How often company order = 90,000 / 3.000
How often company order = 30
