Answer: $338712.36
Explanation:
Given the following :
APR = 6.35% = 0.0635
Monthly payment = $1800
Cost of home = $340,000
Period (t) = 420
Monthly rate = 0.0635 / 12
Amount paid on loan = PV of monthly payment :
PMT(1 - (1 / (1 + r)^t)) / r
1800[(1 - (1 / (1 + 0.0635/12)^420)) / r]
1800[ (1 - (1 /9.1764488)) / r
1800[ 1 - 0.1089746] / (0.0635 / 12)
1800 [168.38275]
= $303088.95
Hence, amount yet to pay :
$340,000 - $303088.95 = $36911.05
Hence, balloon payment :
36911.05( 1 + r)^t
36911.05(1 + 0.0635/12)^420
36911.05(1 + 0.0052916)^420
36911.05(1.0052916)^420
36911.05 × 9.1764488
= $338712.36
I believe the answer is: Monopoly
In monopoly, the power to determine the price of a certain type of product fall to the hands of a single company. Which means, every single actions that made by this company would force other firms to conform since they do not possess enough resources to challenge this controlling company.
Budgets that are revised by adding a new quarterly budget to replace the quarter that has just elapsed are called rolling budgets.
<h3 /><h3>What is rolling budget?</h3>
It corresponds to a more flexible and adaptable type of budget, generally used for companies whose business can be more volatile.
It is used continuously and extended, being updated during the period for the addition of new variables in the existing model. This being valid for use in the future budget.
Any type of budget is a necessary tool for organizations to be able to plan the use of their resources in a structured way that is consistent with their needs and objectives.
Therefore, a continuous or rolling budget helps companies adapt to trends, risks and characteristics of a dynamic market that is constantly changing.
Find out more about rolling budget on:
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Answer: 0
Explanation:
Firstly, we will calculate the nominal value in 2015 which will be:
= $500 x 1 million
= $500 million
The nominal value in 2016 will be:
= $1000 x 1 million
= $1 billion
Real GDP will be the price of the base year multiplied by the quantity of the current year which will be:
= $500 million x 1 million sets
= $500 million
Therefore, the increase in real GDP is zero.