The decision to build the park or not would be based solely
on the cost – benefit relationship of this project. Since there is no other
factor considered in this problem, you only need to see if the benefit of
constructing the park would exceed its cost. In this problem, the cost to
construct the park is $20,000 while the marginal benefit would be $24,000
($8,000 x 3 families that can benefit from this project). Therefore, you can
say that the benefit has exceeded its cost. As a conclusion, the neighborhood
park should be built because it benefits the families living in that area more
than its cost.
It is referred as market control<span />
The bundle that is going to maximize profit is going to be Late
<h3>How to find the bundle that would maximize profit</h3>
we have the net profit from early to be 7 + 5 = 12
We have the net profit from late to 6 + 10 = 16
We can see that the value for late is greater at 16 compared to that of the early.
Hence we can say that late has the greatest profit.
Next we have to solve for the profit that is made. This is the net profit.
The solution is given as 16 - 12 = 4
<h3>What is profit maximization</h3>
This is the process where by businesses would try to get the best output possible from the given inputs that they would use in the business. It goal is to be able to maximize the returns that they would make.
Read more on profit maximization here:
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The solution to get the gross pay for the week of Rocco;First we will calculate the straight time pay which is (40 x $19.00) = $760, second is the overtime pay which is (3 x $19.00 x 1.5) = 85.5, we will just add the straight time pay and overtime pay to get the gross pay and it is $845.5
Answer:
e. $153,156
Explanation:
From 9/1/14, he needs $50,000 every year for 4 years to fund the tuition fees. Therefore, present value of the amount needed at 9/1/14 using the Present value of annuity due formula
= 50,000 * {1+ (1/(1.05)^4) } / 0.05 * (1.05)
= $186,162
$186,162 is the amount needed after 4 years. Amount you need to invest today to have this amount in four years = $186,162/(1.05)^4 = $186,162/1.21550625 = $153,156.40
