Answer:
PV= $114,699.21
Explanation:
Giving the following information:
Annual payment= $10,000
Number of years= 20
Interest rate= 6%
<u>To calculate the present value, we need to use the following formula:</u>
PV= A*{(1/i) - 1/[i*(1 + i)^n]}
A= annual payment
PV= 10,000*{(1/0.06) - 1 / [0.06*(1.06^20)]}
PV= $114,699.21
Yes one of the most important economic resources is money
Answer:
a) $25 is the correct answer.
Explanation:
Those are the only three people in the community. Susie is willing to pay $25 and everyone else is willing to pay less than that.
Answer:
The answer is: Following the expected value criterion the investor should choose indistinctively between the conservative or neutral alternatives.
Explanation:
The formula we use to calculate the expected return value of the different alternatives is:
ERV = ∑ (expected return x probability of occurrence)
The conservative alternative has an expected return value of of 4.5%
ERV Conservative = (6% x 25%) + (4% x 75%) = 4.5%
The neutral alternative also has an expected return value of of 4.5%
ERV Neutral = (12% x 25%) + (4% x 75%) = 4.5%
The aggressive alternative has an expected return value of of -1%
ERV Aggressive = (20% x 25%) + (-8% x 75%) = -1%
The shortest-route problem is a special case of the transshipment problem while transportation problems prevent shipments from entering and exiting some nodes, the transshipment problem does.
<h3>What are transshipment?</h3>
Transshipment is the loading and unloading of goods and stuff from one transport vehicle to another vehicle.
Transshipment happens because of no direct connection between the ports, due to this the goods are transported to different vehicles.
Thus, while transportation problems prevent shipments from entering and exiting some nodes, the transshipment problem does.
Learn more about transshipment
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