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INF3708 Assignment 2 2024 memo

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INF3708 Assignment 2 2024 memo, all the questions are the same

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  • May 26, 2024
  • 19
  • 2023/2024
  • Other
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CrystalIndigo
INF3708-24-Y  This is INF3708!  Assessment 2

QUIZ




Started on Friday, 24 May 2024, 6:31 PM
State Finished
Completed on Friday, 24 May 2024, 6:55 PM
Time taken 23 mins 32 secs
Marks 38.00/40.00
Grade 95.00 out of 100.00


Question 1
Incorrect

Mark 0.00 out of 1.00




You launched Project X that is based on the pre-investor’s model. Pre-investors
denote non-professional or non-institutional investors such as friends, family
and strangers who help to fund the project. However, they expect to see a return
on their investment. Nonetheless, Project X involves a new social media
platform that seeks to generate revenue from user subscriptions. To launch the
project, the pre-investors need to invest an accumulative amount of R75 000,00
(year 0). As subscribers and pre-investors join your venture, you expect the
initial investment of R75000 to grow, increasing with R15 550,00 annually for
four years (years 1-4). In the first year, you expect the new social media
platform will generate R110 000,00, increasing annually with
R25 000,00. Calculate the total discounted expenses (assume a discount rate
of 10%)


a. R430 111.02

b. R530 000,00

c. R430 000.00

d. R560 000,00 

,Question 2

Correct

Mark 1.00 out of 1.00




You launched Project X that is based on the pre-investor’s model. Pre-investors
denote non-professional or non-institutional investors such as friends, family
and strangers who help to fund the project. However, they expect to see a return
on their investment. Nonetheless, Project X involves a new social media
platform that seeks to generate revenue from user subscriptions. To launch the
project, the pre-investors need to invest an accumulative amount of R75 000,00
(year 0). As subscribers and pre-investors join your venture, you expect the
initial investment of R75000 to grow, increasing with R15 550,00 annually for
four years (years 1-4). In the first year, you expect the new social media
platform will generate R110 000,00, increasing annually with
R25 000,00. Calculate the net present value (assume a discount rate of 10%)


a. R47 800,50

b. R590 500,00

c. R470 800,00

d. R28 027.08 




Question 3
Correct

Mark 1.00 out of 1.00




You launched Project X that is based on the pre-investor’s model. Pre-investors
denote non-professional or non-institutional investors such as friends, family
and strangers who help to fund the project. However, they expect to see a return
on their investment. Nonetheless, Project X involves a new social media
platform that seeks to generate revenue from user subscriptions. To launch the
project, the pre-investors need to invest an accumulative amount of R75 000,00
(year 0). As subscribers and pre-investors join your venture, you expect the
initial investment of R75000 to grow, increasing with R15 550,00 annually for
four years (years 1-4). In the first year, you expect the new social media
platform will generate R110 000,00, increasing annually with R25 000,00.
Calculate the annual discounted cost based on a discount rate of 10%.


a. y0 = R75 000,00; y1 = R82 318,18; y2 = R87 685,95; y3 = R91 
397,45; y4 = 93 709,45

b. y0 = R75 000,00; y1 = R82 318,18; y2 = R87 685,95; y3 = R91 397,45; y4
= 90 709,45

c. y0 = R75 000,00; y1 = R90 500,00; y2 = R106 100,00; y3 = R121 650,00;
y4 = R137 200,00

d. y0 = R75 000,00; y1 = R90 550,00; y2 = R106 100,00; y3 = R121 650,00;
y4 = R137 200,00

, Question 4

Correct

Mark 1.00 out of 1.00




Study the activity list and its network diagram. Calculate the early start, early
finish, late start and late finish of activity C.




a. ES = 2, EF = 5, LS = 6, LF = 6

b. ES = 5, EF = 3, LS = 6, LF = 8

c. ES = 3, EF = 5, LS = 8, LF = 10 

d. ES = 2, EF = 5, LS = 6, LF = 10




Question 5
Correct

Mark 1.00 out of 1.00




When does payback usually occur?


a. When the net cumulative benefits equal the net cumulative costs 

b. When the net costs are lower than the cumulative benefits

c. When the net cumulative benefits minus cost equal one

d. When the cumulative benefits are double the cumulative costs

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