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nadezda [96]
3 years ago
9

A construction company plans to build a certain number of apartment buildings and stores on a piece of land. This PPC shows the

combination of projects it can build
1) If the amount of land available to the company increases, the PPC will _____.
a) Shift to the left
b) Shift to the right
c) remain unchained

2) The company realizes it cannot construct any buildings on a portion of the land because it is at risk of a cave-in. In this case, the PPC will _____.
a) Shift to the left
b) Shift to the right
c) remain unchained

Business
2 answers:
VARVARA [1.3K]3 years ago
7 0
1. b) Shift to the right

2. c) Remain unchainged
Bond [772]3 years ago
5 0

Answer 1) Option B) Shift to the right.

Explanation : If the amount of land available to the company increases, the PPC will shift to the right. As the graph indicates, the PPC will grow by shifting on right side as the company is acquiring more land for building purpose.

Answer 2) Option C) Remain Unchanged.

Explanation : The company realizes it cannot construct any buildings on a portion of the land because it is at risk of a cave-in.

In this case, the PPC will remain unchanged. When the company realizes that no construction can be done on the portion of land because of its hollowness the PPC will remain to be undisturbed.

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An investor deposits $35,000 into an IRA for her retirement in 25 years.The account pays 3.5% interest compounded continuously.
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Answer:

The value of her account after 25 years, if she stays true to the plan is:

= $152,823.31.

Explanation:

a) Data and Calculations:

Initial deposits = $35,000

Period of investment = 25 years

Interest rate per year = 3.5% compounded continuously

Annual deposit into the same account = $1,800

Period of investment = 25 at 3.5% interest rate

Total value of her IRA account after 25 years:

Future value of $35,000 =       $82,713.57

Future value of $1,800 yearly = 70,109.74

Total future value =                 $152,823.31

From an online financial calculator:

N (# of periods)  25

I/Y (Interest per year)  3.5

PV (Present Value)  35000

PMT (Periodic Payment)  0

Results

FV = $82,713.57

Total Interest $47,713.57

N (# of periods)  25

I/Y (Interest per year)  3.5

PV (Present Value)  0

PMT (Periodic Payment)  1800

Results

FV = $70,109.74

Sum of all periodic payments $45,000.00

Total Interest $25,109.74

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