Answer:
A.
Room and meals= $240 per day
Radiology = $215 per image
Pharmacy = $50 per physician order
Chemistry lab = $80 per test
Operating room = $1,000 per operating room hour
B.
<u>Patient Putin</u>
Unit = $1,585
Total = $10,640
<u>Patient Umit</u>
Unit = $1,585
Total = $6,025
Explanation:
Activity rate = Total Overhead Cost / Total Activity
Room and meals= $240 per day
Radiology = $215 per image
Pharmacy = $50 per physician order
Chemistry lab = $80 per test
Operating room = $1,000 per operating room hour
<u>Patient Putin</u>
Unit Total
Room and meals $240 $1,440
Radiology $215 $860
Pharmacy $50 $300
Chemistry lab $80 $40
Operating room $1,000 $8,000
Total $1,585 $10,640
<u>Patient Umit</u>
Unit Total
Room and meals $240 $960
Radiology $215 $645
Pharmacy $50 $100
Chemistry lab $80 $320
Operating room $1,000 $4,000
Total $1,585 $6,025
Answer and Explanation:
The computation of EAR for each investment is shown below:-
EAR = ((1 + APR ÷ m)^m) - 1
where m indicates compounding periods
Now we will put the values with the help of the above formula
For 9.4% APR compounded monthly is
EAR = ((1 + 0.094 ÷ 12)^12) - 1
= 9.815747%
For 9.4% APR compounded annually is
EAR = ((1 + 0.094 ÷ 1)^1) - 1
= 9.400000%
For 8.7% APR compounded daily is
EAR = ((1 + 0.087 ÷ 365)^365) - 1
= 9.088537%
This is an adaptive change.
Dealing with these schedules requires employees to <em>adapt </em>to shifting schedules and more work.
Answer:
Explanation:
Please have a look at the attached photos, for this type of question, we need to draw!
a. From this information, derive Bert’s demand schedule. Graph his demand curve for bottled water.
Price Quantity Demanded
More than $7 0
$5 to $7 1
$3 to $5 2
$1 to $3 3
$1 or less 4
b. When the price of a bottle of water was $ 4, Bert bought 2 bottles of water. Consumer surplus of him is shown as area A in Fig. He valued his first bottle of water at 7 dollars, but only pay 4 dollars for it, so the consumer surplus is $ 3. He valued his second bottle of water at 5 dollars, but only pay 4 dollars for it, so the consumer surplus of $ 1. Therefore, the total consumer surplus of $ 3 + $ 1 = $ 4, is in the area of A
c. When the price of a water bottle dropped from $ 4 to $ 2, Bert bought three bottles of water, increasing it. His consumer surplus includes both areas A and B in the figure, an increase in the number of areas B. He gets a $ 5 consumer surplus from the first bottle ($ 7 minus $ 2 ), $ 3 from the second bottle (minus $ 5 The $ 2 price) and $ 1 from the third bottle ($ 3 minus $ 2), with a total consumer surplus of $ 9. Therefore, consumer surplus increased $ 5 (which is the size of area B) when the price of a bottle of water dropped from $ 4 to $ 2.
Answer:
b. $2.00
Explanation:
For computing the CPM, first, we have to determine the number of groups which are shown below:
= Number of Households ÷ cost
= 500,000 households ÷ $1,000
= 500 groups
Now the CPM would be
= Cost ÷ number of groups
= $1,000 ÷ 500
= $2
For computing the CPM we simply divide the cost by the number of groups so that CPM can be correctly computed
