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A property is rented with rents collected at the end of each year. The rent for the coming year will be $23,500 to be collected in twelve month's time. The rent is expected to escalate at 3% per annum. The property is expected to be worth $533,043 at the end of 5 years.
Estimate the value of the property using a DCF model with a discount rate of 13%.
What is the value of the property to the nearest whole dollar?
This question is to be worked out on excel spreadsheet. Can you help please.
What two variables have the strongest positive strength of relationship?
Determine the coefficient of restitution for each of the following objects dropped from a height of 2 meters onto a wooden floor.
Write a compound inequality to describe tha range of possible measures for side c in terms of a and b.
Write the equation in the slope-intercept form and then find the slope and y-intercept of the corresponding line. 5x-6y-12=0
a soft drink distributor has 166 loose cans of cola. the distributor wishes to form as many 24-can cases as possible and then, with any remaining cans, as many six-packs as possible. how many cases will be filled? how many six-packs?how mnay loose..
the average attendance rose to 33,000. Find the demand function, assuming that it is linear. How should ticket prices be set so as to maximize revenue?
If the tide edd and flow over time in a periodic manner, use cosine function a) to make a sketch a sketch of the graph over 24 hour period. b) find a trig equation that models the depth of the water t hours after midnight.
Find explicitly f(x) = H(x) / g(x), as it would be a quadratic equation and then solve for the roots of f(x) for in terms of for which it would have real roots
what are the dimensions of the silo (radius and height of cylindrical tower) that minimize the cost of the material? Assume the silo has no floor and no flat ceiling under the dome.
A closed cylindrical can is to be designed so that the can will hold 170cm^3 of oil. Find the dimensions of the can which requires the least amount of metal.
A car is traveling on a straight road with velocity 55 ft/sec at time t = 0. For 0 ≤ t ≤ 18 seconds, the car's acceleration a(t) , in ft/sec2, is the piecewise linear function defined by the graph above.
Recent study of television viewing, 73% of first year college students stated that university well off financially is a very important personal goal. What is the probability that a similar study would have the same sample mean or higher?
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