Answer and Explanation:
A. Given that Design 1A will cost $1.7 million to build and $175,000 per year to maintain
Given that Design 1B will cost $3.6 million to build and $40,000 per year to maintain
Both designs are assumed to be permanent
To find ROR using AW based rate of return equation, we find present value of each design and equate them:
Each design is permanent so
Present value of perpetuity:
Design 1A= 1700000+175000/r
Design 1B = 3600000+40000/r
=1700000+175000/r=3600000+40000/r
135000/r=1900000
Cross multiply
r=135000/1900000
r= 0.0710
r=7.10%
B Given that ROR=7.10% and MARR is 25%
MARR>ROR
Hence we reject both designs
Answer:
their total wealth
-their future expenditure needs
-the risk on the security
Explanation:
Financial System
This simply are markets and various financial units or intermediaries that help transfer financial assets, real assets, and financial risks in various forms from one person to another, from one place to another, and from one point to another
3 Main functions of the Financial System
1.) The achievement of the purposes for which people use the financial system
2.) The discovery of the rates of return that equate aggregate savings with aggregate borrowings
3.) The allocation of capital to the best uses
An investment
This is simply defined as the current commitment of current resources in the hope of getting greater resources in the future. It reduces current consumption in hopes of greater future consumptions. When making investment, different actions are considered before decision making.
True because we do put other things above each other and
Amount invested in both schemes is $45,000
returns in investment g is 75,000 in 6 years.
yearly return is:
75000/6=12,500
returns in investment h is 105,000 in 9 years
yearly return is:
105,000/9
=11,666.67
from the above results we can conclude that investment g has the higher returns.
The appropriate response is the marginal product of labor is at its most elevated. In financial aspects, the marginal product of labor (MPL) is the adjustment in yield that outcomes from utilizing an additional unit of work. The minimal result of an element of generation is by and large characterized as the adjustment in yield-related with an adjustment in that component, holding different contributions to creation steady.
