|
Year |
Project A |
Project B |
|
0 |
-$50,000 |
-$50,000 |
|
1 |
15,000 |
0 |
|
2 |
15,000 |
0 |
|
3 |
15,000 |
0 |
|
4 |
15,000 |
0 |
|
5 |
15,000 |
90,000 |
1) Calculate NPV of each project if the required rate of return on these projects is 8 percent.
2) which would be chosen and why?
In: Finance
Please answer this all question :
1. Is there any other factor besides the nephron which control the reabsorption of water and certain molecules for osmoregulation? Substantiate your answer with reasons? .
2. Analyze the specific role of liver in each of the following: 1. Carbohydrate, lipid and protein metabolism, 2. Processing of drugs and hormones, 3. Excretion of bilirubin, 4. Synthesis of bile salts and 5.Activation of vitamin D? .
In: Anatomy and Physiology
Suppose you choose a coin at random from an urn with 3 coins, where coin i has P(H) = i/4. What is the pmf for your prior distribution of the probability of heads for the chosen coin? What is your posterior given 1 head in 1 flip? 2 heads in 2 flips? 10 heads in 10 flips?Hint: Compute the odds for each coin first.
In: Math
Your company is considering three independent projects. Given the following cash flow information, calculate the payback period for each. If your company requires a three-year payback before an investment can be accepted, which project(s) would be accepted?
Project D Project E Project F
Cost 205,000.00 179,000.00 110,000.00
Inflow year 1 53,000.00 51,000.00 25,000.00
Inflow year 2 50,000.00 87,000.00 55,000.00
Inflow year 3 48,000.00 41,000.00 21,000.00
Inflow year 4 30,000.00 52,000.00 9,000.00
Inflow year 5 24,000.00 40,000.00 35,000.00
Payback Period EXACT 5 YEARS EXACT 3 YEARS EXACT 4 YEARS PROJECT E
Refer to the Solved Example 9.1 on pg. 259 of your text...THE BELOW IS JUST AN EXAMPLE FROM THE BOOK OF HOW THE QUESTION NEEDS TO BE ANSWERED.
shows the calculations of the present value of each of the future cash flows discounted at 6%. We can now determine how long it will take to recover the initial investment for the two copy machines in current dollars.
For Copier A,
Year 1: ? $5,000.00 + $2,358.49 = ? $2,641.51 remaining cost to recover Year 2: ? $2,641.51 + $2,224.99 = ? $416.52 remaining cost to recover Year 3: ? $416.52 + $2,099.05 = $1,682.53; the cost is fully recovered by the end of year 3.
For Copier B,
Year 1: ? $5,000.00 + $1,415.09 = ? $3,584.91 remaining cost to recover Year 2: ? $3,584.91 + $2,224.99 = ? $1,359.92 remaining cost to recover Year 3: ? $1,359.92 + $2,938.67 = $1,578.75; the cost is fully recovered by the end of year 3.
Calculations Year 1 Year 2 Year 3 Year 4 Year 5 (THESE NEED TO BE SHOWN IN EXCEL) HOW THE ANSWER WAS OBTAINED
Formulas Year 1 Year 2 Year 3 Year 4 Year 5 (THESE NEED TO BE SHOWN IN EXCEL) THE FORMULAS USED TO GET THE ANSWER
In: Finance
ASSIGNMENT:
Write a program to reverse an array and then find the average of array elements.
Start by creating 2 arrays that can each hold 10 integer values. Then, get values from the user and populate the 1st array. Next, populate the 2nd array with the values from the 1st array in reverse order. Then, average the corresponding elements in the 1st and 2nd arrays to populate a 3rd array (average the 1st element of the 1st array with the 1st element of the 2nd array and store the average in the 1st element of the 3rd array, average the 2nd element of the 1st array with the 2nd element of the 2nd array and store the average in the 2nd element of the 3rd array, and so forth). Finally, display all 3 arrays. Use loops to cycle through the arrays when both populating and displaying the arrays.
There is no validation.
Hints:
Example Run:
(bold type is what is entered by the user)
Enter array element #1: 5
Enter array element #2: 4
Enter array element #3: 7
Enter array element #4: 8
Enter array element #5: 2
Enter array element #6: 1
Enter array element #7: 3
Enter array element #8: 6
Enter array element #9: 9
Enter array element #10: 0
The original array...
5 4 7 8 2 1 3 6 9 0
The reverse array...
0 9 6 3 1 2 8 7 4 5
The average array...
x.x x.x x.x x.x x.x x.x x.x x.x x.x x.x
The example run shows EXACTLY how your program input and output will look.
C prog no Floats
In: Computer Science
How many unpaired electrons are in the following transition metal ions in an octahedral crystal field? Part 1(1 pt) High-spin Fe3+ unpaired electron(s) Part 2(1 pt) Cu+ unpaired electron(s) Part 3(1 pt) V3+ unpaired electron(s) Part 4(1 pt) low-spin Mn3+ unpaired electron(s)
In: Chemistry
*Microprocessors*
Write a program sequence that will test the byte STATUS and branch to ROOTINE_1 if bit 1, 2, or 4 is 1. Otherwise, it is a branch to ROUTINE_2 if both bits 1 and 3 are 1 and to ROUTINE_3 if both bits 1 and 3 are 0. In all other cases, it is to execute ROUTINE_4. Assume that the routines are more than 128 bytes long. Also, give a flowchart of the sequence.
In ASSEMBLY PROGRAM
In: Computer Science
Year 0 | Years 1-12 | |
Investment | - $5,400,000 | |
| $ 16,000,000 | |
| 13,000,000 | |
| 2,000,000 | |
| 450,000 | |
| 550,000 | |
| 220,000 | |
| 330,000 | |
| 780,000 | |
Net cash flow | -$5,400,000 | $ 780,000 |
Recalculate cash flow as shown from above table if variable costs are 83 percent of sales. Confirm that NPV will be - $788,000.
In: Finance
(a) Determine the point of intersection of the line given by (x, y, z) = (4+t, −1+8t, 3+2t), t ∈ R with the plane given by 2x − y + 3z = 15 or show that they do not intersect.
(b) Given the line L : X = (9, 13, −3) + t(1, 4, −2), t ∈ R, the point A with position vector 4i+ 16j −3k and that the point P lies on L such that AP is perpendicular to L, find the exact coordinates of P.
In: Math
Innovation and Trading City
In the Stitch and Squeeze example, suppose the shoe output per hour in Stitch increases to 16 and the exchange rate increases to 4 shoes per gallon of milk. A Stitch household switches 1 hour of production time, and a Squeeze household switches 2 hours of production time.
Ignoring any transaction cost, what are the gains from trade for each type of household?
If the exchange time is 1/4 hour, what are the gains from trade for each type of household?
In: Economics