Suppose a nonrenewable resource can be extracted over two
periods. Both periods are characterized by MB = 250 - .25Q and MC =
50 + .25Q and there are 350 units total available for extraction.
Assume the discount rate is .15 (or 15%).
Identify the socially optimal rates of extraction for period 1
and period 2.
Identify and define the user cost associated with the
extraction of this resource.
Identify the socially optimal price of the resource for period
1...
Test whether profit for Massive Dynamic increased across the two
time periods. You are not told anything about the population
variances. Highlight the numbers that help you test the null
hypothesis. In the text box below, explain whether once company has
outperformed the other based on the evidence you provided in the
last four spreadsheets. You need to reference the numbers you
highlighted in your analysis. If you are concise, this should only
take a few sentences. Note that I...
In economics, the intertemporal allocation of a scarce,
depletable resource across generations is efficient, but not
necessarily fair . give some example and explain.
In stratified sampling, there are two methods of sample size
allocation to the strata: optimal allocation and
proportional-to-size allocation. Suppose interest lies in
estimating the mean of the population using ŭstrat(y). Let Vopt
show the variance of ŭstrat(y) under optional allocation and Vprop
show the variance of ŭstrat(y) under proportional-to-size
allocation.
(a) [4 marks] Show, with detailed steps, that Vopt <=
Vprop.
(b) [2 marks] under what conditions Vopt = Vprop? provide a
proof for your answer.
1. Define the concept of optimal resource allocation. a. How
does mainstream economic theory define the optimal allocation of
resources in a society? b. Why would ecological economists argue
that the mainline economic view of optimal resource allocation is
not optimal but leads instead to societies making suboptimal
decisions about how to allocate their resources. suggests that
markets fail and policy must therefore correct the failures of the
market.
Q2) QUESTION 2 HAS TWO PARTS a) For a typical nonrenewable
resource, would you expect the rate of extraction to increase, be
constant, or decrease over time? Why? Explain with graph.
b) Following the reasoning of Harold Hotelling, we might expect the
real price of nonrenewable resources to increase continually over
time, as resource stocks are depleted. But, empirical evidence (as
documented by Margaret Slade) for a number of nonrenewable
(mineral) resources indicates that their prices over the past
century...
Consider a firm that exists in a world with two periods (time 0
and time 1) and two equally likely states of the world at time 1.
At time 0 the firm’s securities are traded. At time 1 the state is
revealed. In the up-state the firm’s assets are worth $120 and in
the down-state they are worth $40. The firm has debt outstanding
with a face value of $60. Assume that the required rate of return
is zero and...
The following two questions can be solved by dynamic
programming. For each question, please describe optimal
substructure and express recurrence relation. Give pseudo-code and
analyze time and space complexity of your algorithm.
1. Longest palindrome subsequence A palindrome is a nonempty
string over some alphabet that reads the same forward and backward.
Examples of palindromes are all strings of length 1, “civic”,
“racecar”, and “aibohphobia” (fear of palindromes). Design a
dynamic programming algorithm to find the longest palindrome that
is...
1) Dynamic Allocation (c++)
a. Create two integer variables x and y, initialize them with
different values.
b. Use dynamic memory allocation, declare px and py as address
of x and y separately.
c. Print out x, y, px, py, &x, &y, *px,
*py.
d. Let py = px, and *py = 100
e. Print out x, y, px, py, &x, &y, *px, *py.
g. Print out *px++, x, px