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2 years ago

McCann Co. has identified an investment project with the following cash flows.

Business

1 answer:

Shalnov [3]2 years ago

7 0

Answer:

Explanation:

Cash flow is 530 , 690 , 875 and 1090 in 1st to 4 th year respectively

discount rate = 10 %

NPV = 530/ 1.10 + 690 / (1.10)² + 875/(1.10)³ + 1090/ (1.10)⁴

= (530x1.10³ + 690 x 1.10² + 875x 1.10 + 1090)/ 1.10⁴

= (705.43 x +834.9 +962.5 +1090)1.10⁴

= 3592.83 / 1.10⁴

= 2453.95

Discount rate 18%

NPV = 530/ 1.18 + 690 / (1.18)² + 875/(1.18)³ + 1090/ (1.18)⁴

= (530x1.18³ + 690 x 1.18² + 875x 1.18 + 1090)/ 1.18⁴

= (870.80696 +960.756 +1032.5 +1090)1.18⁴

= 2039.46

Discount rate 24%

NPV = 530/ 1.24 + 690 / (1.24)² + 875/(1.24)³ + 1090/ (1.24)⁴

= (530x1.24³ + 690 x 1.24² + 875x 1.24 + 1090)/ 1.24⁴

1010.51072+ 1060.944+1085+1090 / 1.24⁴

= 1796.14

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You, Student B. Success have been hired to start on February 1, 2017, as the new accounting clerk. Your employee number is B-XXX

Dmitry [639]

what is the question actually asking?

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2 years ago

Callista "cherry bomb" davidson is a world-famous stunt woman, and she is trying to achieve the long distance world record human

11Alexandr11 [23.1K]

Answer:

CODE

import time #importing time module

import math #importing math module

pi = math.pi #defining the value of pi

u = 70 #initial velocity

g = 9.8 #gravitational acceleration

time_step = 0.01 #time step of 0.01 secs

time_elapsed = 0.0

maxAngle = 0

angle = 1

h = 5.0 #setting the initial height to to 5m

x = 0.0

maxRange = 0.0

for angle in range(1,91): #loop which angle takes value from 1 to 90

ux = u * math.cos((pi / 180) * angle) #velocity in x axis

uy = u * math.sin((pi / 180) * angle) #velocity in y axis

for i in range(1000): #running for 1000 steps

dragx = 0.5 * 1.225 * 1.4 * 0.8 * ux * ux #calculating the drag in x direction

dragy = 0.5 * 1.225 * 1.4 * 0.8 * uy * uy #calculating the drag in y direction

drag_ax = dragx / 65.0 #calculating drag acceleration in x axis

drag_ay = dragy / 65.0 #calculating drag acceleration in y axis

accelx = drag_ax #resultant acceleration in x axis

accely = g + drag_ay #resultant acceleration in y axis

vx = ux - accelx * time_step #velocity in the x axis at any instant

vy = uy - accely * time_step #velocity in the y axis at any instant

h += uy * time_step - 0.5 * accely * time_step * time_step #height at any instant of the projectile

x += ux * time_step - 0.5 * accelx * time_step * time_step #range at any instant in the x axis of the projectile

print("Height " + str(h) + " Range " + str(x)) #printing the current position

time.sleep(time_step) #waiting for 0.01 secs

time_elapsed += time_step #calculating the time elapsed

ux = vx #setting the final velocitites to new initial velocities

uy = vy

if h <= 0.0: #if a height 0 is reached

if x > maxRange:

maxRange = x #max angles are noted

maxAngle = angle

h = 5.0 #variables are initialized

x = 0.0

u = 70.0

vx = 0.0

vy = 0.0

print("Wait till the next simulation starts.....")

time.sleep(10.0 - time_elapsed) #wait for 10 secs

time_elapsed = 0.0

break

print("The optimum angle for for Callista is {} degrees which will give her a range of {} metres".format(str(maxAngle),str(maxRange))) #the optimum angle is printed

Explanation:

3 0

2 years ago

15. You have been working for five years after college and are ready to buy your first home. Homes in the area you want to live

PIT_PIT [208]

Answer:

$250,000

Explanation:

the down payment = cost of the house - mortgage = $550,000 - $300,000 = $250,000

Something is not right with this question, because if you have been able to save $250,000 in 5 years, it means that you saved around $50,000 a year. If you were able to save that much money per year, then you should be able to pay a higher mortgage. The average 30 year mortgage has an APR of a little over 4% (national average between 4.04% - 4.16%). That would result in a monthly payment of around $1,151 including insurance.

So you should either go to another bank (if your salary is really that high) or search a cheaper house.

7 0

2 years ago

ane is planning to offer a Groupon for inner tube rentals that she will distribute on hot, sunny, summer days by the river that

sweet [91]

Probability assigned:|

x 30 60 120 180

P(x) .10 .40 .40 .10

Answer:

Jane

Price of Groupon for a revenue of $300 is:

Explanation:

a) Data and Calculations:

Expected Sales volume:

Number of Tubes x 30 60 120 180

Probability P(x) .10 .40 .40 .10

Expected values 3 24 48 18

Total = 93 tubes

Groupon price = $300/93 = $3.23

b) Jane's price for each Groupon will be the rent revenue per day divided by the expected number of tubes to rent daily. The expected number of tubes is derived by multiplying each expected number of tubes by its probability and then summing up the results.

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2 years ago

An important application of _________ interest involves _________. Some common types of amortized loans are automobile loans, ho

Lelechka [254]

Answer:

Compound interest; amortized loans; amortization schedule; largest; decline; smallest; increases.

Explanation:

An important application of compound interest involves amortized loans. Some common types of amortized loans are automobile loans, home mortgage loans, and business loans. Each loan payment consists of interest and repayment of principal. This breakdown is often developed in an amortization schedule. Interest is largest in the first period and declines over the life of the loan, while the principal repayment is smallest in the first period and it increases thereafter.

Amortization in accounting is used to periodically lower the book value of a loan principal or an intangible asset such as intellectual property over a set period of time.

The compound interest formula is given below;

$A = P(1 + \frac{r}{n})^{nt}$

Where;

A is the future value.

P is the principal or starting amount.

r is annual interest rate.

n is the number of times the interest is compounded in a year.

t is the number of years for the compound interest.

5 0

2 years ago