Answer:
a. The Geometric average return is 1.72%
b. The Arithmetic average return is 1.75%
c. The Dollar weighted average return is 2.61%
Explanation:
a) In order to calculate the time-weighted geometric average return we would have to calculate first the Holding period return as follows:
Holding period return = (200 - 190) / 190 = 5.263%
Hence, Geometric average return = (1 + .05263)^(1/3) - 1 = 1.72%
b) To calculate time-weighted arithmetic average return we have to make the following calculation:
Arithmetic average return = 5.263% / 3 = 1.75%
c) To calculate time-weighted arithmetic average return we would have to make the following calculation:
Dollar weighted average return=-190*3 + 200/(1+r) + 200/(1+r)^2 + 200 / (1+r)^3 = 0
= 2.61%
Answer: The formula for simple interest is I=PxRxT. The calculations for each is below.
Explanation: The formula for simple interest is Interest = Principal x Rate x Time. In order solve for each of these variables you need to plug each into the formula.
40,000 x .07 = $2,800
50,000 x .07 = $3,500
60,000 x .07 = $4,200
70,000 x .07 = $4,900
80,000 x .07 = $5,600
90,000 x .07 = $6,300
40,000 x .09 = $3,600
50,000 x .09 = $4,500
60,000 x .09 = $5,400
70,000 x .09 = $6,300
80,000 x 09 = $7,200
90,000 x .09 = $8,100
Answer: Active listening
Explanation:
In active listening, the listener is expected to fully grasp, understand and respond to what is being said. Essentially, the listener is required to give full attention to the speaker during the communication process. Interest in what the speaker is saying can be shown using verbal and non verbal cues.
Answer:
Extend the useful life of an asset beyond its original estimate
Explanation:
An extraordinary repair is a major repair that is done to an asset that extends the asset's useful life beyond what was forecasted initially. In other words, an extraordinary repair is an overhaul or upgrade or hat makes an asset to last longer.
Extraordinary repairs are capitalized. This means that the cost of repair increases the asset's book value thereby increasing the depreciation expenses over the asset's revised remaining life.
