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kirza4 [7]
3 years ago
5

Ted purchased an annuity today that will pay $1,000 a month for five years. He received his first monthly payment today. Allison

purchased an annuity today that will pay $1,000 a month for five years. She will receive her first payment one month from today. Which one of the following statements is correct concerning these two annuities?
a) Both annuities are of equal value today.
b) Ted’s annuity is an ordinary annuity.
c) Allison’s annuity is an annuity due.
d) Allison’s annuity has a higher present value than Ted’s.
e) Ted’s annuity has a higher present value than Allison’s.
Business
1 answer:
victus00 [196]3 years ago
7 0

Answer:

The correct option is E,Ted's annuity has a higher present value than Allison's

Explanation:

Both annuities do not have equal amount today as $1000 received today is higher in value terms than $1000 receivable in a month's time since cash receivable earlier is much more valued than the one receivable later.

Ted's annuity is an  annuity due not an ordinary annuity

Allison's annuity is an ordinary annuity not annuity due

Allison's annuity has a lower present value than Ted's and not the other way round.

The only correct statement is option E,since Ted is expected to receive $1000 today, his annuity has a higher present value compared to Allison's

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Answer:

a. The critical path is 16 minutes.

b. The length of time to complete the entire process = 23 minutes.

Explanation:

a) Data and Calculations:

Activity                      Optimistic time   Most Likely Time   Pessimistic Time

                                    to complete         to Complete          to Complete

A Hike to the campsite       3                          5                          8

B Set up campsite               2                          4                          5

C Collect wood for fire        1                          3                          5

D Start a fire                         1                          2                          3

E Find water                        0.5                       1                           3

F Collect water & bring it

back to camp                       1                          2                          4

G Purify the water               1                          2                          4

H Cook and eat dinner       1                          3                          4

I Put out fire                         1                          2                         4

J Dispose of food waste    0.5                      2                          3

K Return from food

 waste disposal                0.25                     1                           2

Total time                         12.25                  27                          45

Critical path: Activity A - Activity B

                     Activity A - Activity C 3 - Activity D 2 - Activity E 1 - Activity F 2

Activity G 2 - Activity H 3 - Activity I and J 2 - Activity K 1

= 3 + 2 + 1 + 2+ 2 + 3 + 2 + 1 = 16 minutes

Length of time to complete the entire process = 27 - 4 = 23

The critical path identifies the longest stretch of dependent activities and measuring the time required to complete them from start to finish.

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