(2 pt) DNA transposons can be as short as 80bp- although the transposa.pdf
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(2 pt) DNA transposons can be as short as 80 bp , although the transposase enzyme requires an ORF of 1500 bp. Please explain how these short transposons can translocate..
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(1 point) The age distribution for senators in the 104th U-S- Congress.pdf
(1 point) The age distribution for senators in the 104th U.S. Congress was as follows: Consider
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(0) Assignment 4-11: Adding Cursor Flexibility An administration page in the DoGood Donor
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determine data to retrieve. Create a block with a single cursor that allows retrieving data and
handling multiple combinations of donor type and pledge amount as input. The donor name and
pledge amount should be retrieved and displayed for each pledge that matches the donor type
and is greater than the pledge amount indicated. Use a collection to provide the input data. Test
the block using the following input data. Keep in mind that these inputs should be processed with
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( 2 points) In a survey of 270 people- the following data were obtaine.pdf
( 2 points) In a survey of 270 people, the following data were obtained relating gender to
political orientation: A person is randomly selected. What is the probability that the person is: a)
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(----IN C) Incorrect output on some test cases- I'm using a linked lis.pdf
(****IN C) Incorrect output on some test cases.
I'm using a linked list to take in information about a person and using structs to find the oldest
and youngest person in the list; however, I am having trouble with some test cases. For the most
part, The code seems to work the way I want it to, but certain test cases do have wrong outputs.
For example:
Input File Has Four Entries(2 Youngest are in the Same Month)
Here is the text file:
Smith,Bob,July,31,2002,CS/BS,Junior
Joe,Average,February,3,2002,CS/BS,Freshman
Doe,Jane,July,27,2003,CS/BS,Sophomore
Doe,John,July,12,2003,CS/BS,Sophomore:
Output:
Oldest - John Doe & Youngest Jane Doe.
John is clearly not the oldest in the list so please help, below is my code.
//add birthday struct here
struct birthday
{
int day, year;
char month[50];
}; typedef struct birthday bday;
//add node_t struct here (this struct will represent a node in the linked list)
struct node
{
char firstName[50], lastName[50], major[50], classStanding[50];
bday bd;
struct node* next;
};
typedef struct node node_t;
struct stats
{
// node pointer pointing at the oldest and youngest person in the list
node_t* oldest;
node_t* youngest;
// holding the number of birthdays in each month (0 = Jan. & 11 = Dec.)
int numBD[12];
}; typedef struct stats list_stats_t;
void add(node_t **node, node_t **head)
{
(*node)->next = *head;
*head = *node;
}
node_t* readNodeInfo(FILE* input)
{
node_t *node;
node = (node_t*)malloc(sizeof(node_t)); // allocates memory
char newLine[1]; // reads new line character
// uses scanset to read information between commas
fscanf(input, "%[^,], %[^,], %[^,], %d, %d, %[^,], %[^\n] %[\n]",
node->lastName, node->firstName, node->bd.month,
&node->bd.day, &node->bd.year, node->major,
node->classStanding, newLine);
return node;
}
node_t* createList(FILE* in, node_t** head)
{
node_t *temp;
while(!feof(in)) // loops until end of file in
{
temp = readNodeInfo(in); // calls function and assigns it to temp
add(&temp, head); // adds to linked list
}
return *head;
}
void printList(FILE* out, node_t* head) // prints data
{
// if there is no data in the linked list, print error code to terminal
if (head == NULL)
{
fprintf(stderr, "LIST IS EMPTY\n");
return;
}
node_t *temp = head;
printBorder(out);
fprintf(out, "\nList Info:\n");
while (temp != NULL)
{
fprintf(out, "Name:\t%s %s\n", temp->firstName, temp->lastName);
fprintf(out, "Date of Birth:\t%s %d, %d\n", temp->bd.month,
temp->bd.day,
temp->bd.year);
fprintf(out, "Major:\t%s\n", temp->major);
fprintf(out, "Year:\t%s\n\n", temp->classStanding);
temp = temp->next; // next element
}
printBorder(out);
}
void printBorder(FILE* out)
{
int i = 0;
for(i = 0; i < 80; i++)
fprintf(out,"*");
fprintf(out, "\n");
}
void deleteList(node_t** head) // deletes all nodes within the linked list
{
// deref head to get the real head
node_t* current = *head;
node_t* temp = NULL;
while (current != NULL)
{
temp = current->next;
free(current);
current = temp;
}
// deref head reference to affect the re.
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50 s C = event the senator is 40 or older D = event the senator is under 60 Find each of the
following probabilities:.
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of females do not satisfy that requirement? %.
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(1 point) In a survey of 269 people, the following data were obtained relating gender to political
orientation: A person is randomly selected. What is the probability that the person is: a) Male? b)
Male and a Democrat? c) Male given that the person is a Democrat? d) Republican given that the
person is Male? e) Female given that the person is an Independent? f) Are the events Female and
Independent independent? Enter yes or no..
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handling multiple combinations of donor type and pledge amount as input. The donor name and
pledge amount should be retrieved and displayed for each pledge that matches the donor type
and is greater than the pledge amount indicated. Use a collection to provide the input data. Test
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one execution of the block. The donor type code I represents Individual, and B represents
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political orientation: A person is randomly selected. What is the probability that the person is: a)
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given that the person is Male? e) Female given that the person is an Independent? f) Are the
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(----IN C) Incorrect output on some test cases- I'm using a linked lis.pdf
(****IN C) Incorrect output on some test cases.
I'm using a linked list to take in information about a person and using structs to find the oldest
and youngest person in the list; however, I am having trouble with some test cases. For the most
part, The code seems to work the way I want it to, but certain test cases do have wrong outputs.
For example:
Input File Has Four Entries(2 Youngest are in the Same Month)
Here is the text file:
Smith,Bob,July,31,2002,CS/BS,Junior
Joe,Average,February,3,2002,CS/BS,Freshman
Doe,Jane,July,27,2003,CS/BS,Sophomore
Doe,John,July,12,2003,CS/BS,Sophomore:
Output:
Oldest - John Doe & Youngest Jane Doe.
John is clearly not the oldest in the list so please help, below is my code.
//add birthday struct here
struct birthday
{
int day, year;
char month[50];
}; typedef struct birthday bday;
//add node_t struct here (this struct will represent a node in the linked list)
struct node
{
char firstName[50], lastName[50], major[50], classStanding[50];
bday bd;
struct node* next;
};
typedef struct node node_t;
struct stats
{
// node pointer pointing at the oldest and youngest person in the list
node_t* oldest;
node_t* youngest;
// holding the number of birthdays in each month (0 = Jan. & 11 = Dec.)
int numBD[12];
}; typedef struct stats list_stats_t;
void add(node_t **node, node_t **head)
{
(*node)->next = *head;
*head = *node;
}
node_t* readNodeInfo(FILE* input)
{
node_t *node;
node = (node_t*)malloc(sizeof(node_t)); // allocates memory
char newLine[1]; // reads new line character
// uses scanset to read information between commas
fscanf(input, "%[^,], %[^,], %[^,], %d, %d, %[^,], %[^\n] %[\n]",
node->lastName, node->firstName, node->bd.month,
&node->bd.day, &node->bd.year, node->major,
node->classStanding, newLine);
return node;
}
node_t* createList(FILE* in, node_t** head)
{
node_t *temp;
while(!feof(in)) // loops until end of file in
{
temp = readNodeInfo(in); // calls function and assigns it to temp
add(&temp, head); // adds to linked list
}
return *head;
}
void printList(FILE* out, node_t* head) // prints data
{
// if there is no data in the linked list, print error code to terminal
if (head == NULL)
{
fprintf(stderr, "LIST IS EMPTY\n");
return;
}
node_t *temp = head;
printBorder(out);
fprintf(out, "\nList Info:\n");
while (temp != NULL)
{
fprintf(out, "Name:\t%s %s\n", temp->firstName, temp->lastName);
fprintf(out, "Date of Birth:\t%s %d, %d\n", temp->bd.month,
temp->bd.day,
temp->bd.year);
fprintf(out, "Major:\t%s\n", temp->major);
fprintf(out, "Year:\t%s\n\n", temp->classStanding);
temp = temp->next; // next element
}
printBorder(out);
}
void printBorder(FILE* out)
{
int i = 0;
for(i = 0; i < 80; i++)
fprintf(out,"*");
fprintf(out, "\n");
}
void deleteList(node_t** head) // deletes all nodes within the linked list
{
// deref head to get the real head
node_t* current = *head;
node_t* temp = NULL;
while (current != NULL)
{
temp = current->next;
free(current);
current = temp;
}
// deref head reference to affect the re.
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## Part B: Conway's Game of Life
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game's "world" -- is a two-dimensional grid of cells, each one either living or
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orthogonally or diagonally adjacent cells).
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- **Survival rule**: a living cell with two to three neighbors remains alive.
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The image below depicts a world before and after the rules are applied to a
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<img src="images/game-of-life-1.png"
alt="Game of Life example"
style="display: block; margin: 0 auto; width:650px;"/>
Many living cell patterns have been discovered that result in
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(see the [example patterns in the Game of Life Wikipedia
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covered in CS 330).
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preceding one, and the game world can be easily modeled using lists,
implementing the Game of Life makes for another fun list processing
exercise!
### Implementation in Haskell
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as a tuple where the first element is a tuple of two integers $(w,h)$
representing the width and height of the world, and the second element is a list
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$w$ represents the cells in a row of the world, with $h$ sublists total.
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following function, which takes as input the width and height:
makeWorld :: (Int,Int) -> ((Int,Int), [[Bool]])
makeWorld dims@(w,h) = (dims, replicate h (replicate w False))
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implement the Game of Life. The first two functions compute the number of live
neighbors of a cell and the next world state:
liveNeighbors :: ((Int,Int), [[Bool]]) -- world
-> (Int,Int) -- cell
-> Int -- number of living neighbors
nextWorld :: ((Int,Int), [[Bool]]) -- world
-> ((Int,Int), [[Bool]]) -- next world (one generation later)
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#include -algorithm- #include -cstdlib- #include -iostream- #include -.pdf
#include <algorithm>
#include <cstdlib>
#include <iostream>
#include <iterator>
/************************************************************/
// Local includes
/************************************************************/
// Using declarations
// YOU DO NOT NECESSARILY NEED TO USE ALL OF THESE!
using std::copy;
using std::copy_backward;
using std::distance;
using std::fill;
using std::ostream;
using std::ptrdiff_t;
/************************************************************/
template<typename T>
class Array
{
public:
//*****************************************************
// DO NOT MODIFY THIS SECTION!
// Some standard Container type aliases
using value_type = T;
// Iterators are just pointers to objects of type T
using iterator = value_type*;
using const_iterator = const value_type*;
using reference = value_type&;
using const_reference = const value_type&;
using size_type = size_t;
using difference_type = ptrdiff_t;
//*****************************************************
// Default ctor.
// Initialize an empty Array.
// This method is complete, and does NOT need modification.
// Remember to use a _member initialization list_ for each ctor,
// like I have below for the default ctor.
Array ()
: m_size (0),
m_capacity (0),
m_array (nullptr)
{
}
// Size ctor.
// Initialize an Array of size "pSize", with each element
// set to "value".
explicit Array (size_t pSize, const T& value = T ())
: m_size (pSize),
m_capacity (pSize),
m_array (new T[m_capacity])
{
fill (begin (), end (), value);
}
// TODO!
// Range ctor.
// Initialize an Array from the range [first, last).
// "first" and "last" must be Array iterators or pointers
// into a primitive array.
Array (const_iterator first, const_iterator last)
:m_size(distance(first,last)),m_capacity(m_size),m_array(new T[m_capacity])
{
copy(first,last,m_array);
}
// TODO!
// Copy ctor.
// Initialize this object from "a".
Array (const Array& a)
:m_size(a.m_size),m_capacity(a.m_capacity),m_array(new T[m_capacity])
{
copy(a.begin(),a.end(),m_array);
}
// TODO!
// Destructor.
// Release allocated memory.
~Array ()
{
delete[] m_array;
}
// TODO!
// Assignment operator.
// Assign "a" to this object.
// Be careful to check for self-assignment.
Array&
operator= (const Array& a)
{
if (this != &a)
{
delete[] m_array;
m_size = a.m_size;
m_capacity = a.m_capacity;
m_array = new T[m_capacity];
copy(a.begin(),a.end(),m_array);
}
return *this;
}
// Return the size.
size_t
size () const
{
return m_size;
}
// TODO!
// Return true if this Array is empty, false o/w.
bool
empty () const
{
return m_size == 0;
}
// TODO!
// Return the capacity.
size_t
capacity () const
{
return m_capacity;
}
// TODO!
// Return the element at position "index".
T& operator[] (size_t index)
{
return m_array[index];
}
// TODO!
const T& operator[] (size_t index) const
{
return m_array[index];
}
// TODO!
// Insert an element at the back.
// If the capacity is insufficient, DOUBLE it.
// If the capacity is 0, increase it to 1.
void
push_back (const T&.
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## Part B: Conway's Game of Life
### Introduction
John Conway's Game of Life is a well known "game" with a very simple set of
rules that can simulate incredibly sophisticated behavior (as sophisticated, in
fact, as any computer program). Its setting -- which we'll refer to as the
game's "world" -- is a two-dimensional grid of cells, each one either living or
dead, and considered to be in contact with its eight neighbors (i.e.,
orthogonally or diagonally adjacent cells).
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- **Survival rule**: a living cell with two to three neighbors remains alive.
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living cell with four or more neighbors dies of overcrowding
The image below depicts a world before and after the rules are applied to a
group of cells.
<img src="images/game-of-life-1.png"
alt="Game of Life example"
style="display: block; margin: 0 auto; width:650px;"/>
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for some). An interesting fact about the Game of Life is that there is no
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in the world given some starting state (this is related to the halting problem,
covered in CS 330).
Since each world state (after the initial state) is a pure function of the
preceding one, and the game world can be easily modeled using lists,
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### Implementation in Haskell
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as a tuple where the first element is a tuple of two integers $(w,h)$
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makeWorld :: (Int,Int) -> ((Int,Int), [[Bool]])
makeWorld dims@(w,h) = (dims, replicate h (replicate w False))
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liveNeighbors :: ((Int,Int), [[Bool]]) -- world
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-> Int -- number of living neighbors
nextWorld :: ((Int,Int), [[Bool]]) -- world
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#include <algorithm>
#include <cstdlib>
#include <iostream>
#include <iterator>
/************************************************************/
// Local includes
/************************************************************/
// Using declarations
// YOU DO NOT NECESSARILY NEED TO USE ALL OF THESE!
using std::copy;
using std::copy_backward;
using std::distance;
using std::fill;
using std::ostream;
using std::ptrdiff_t;
/************************************************************/
template<typename T>
class Array
{
public:
//*****************************************************
// DO NOT MODIFY THIS SECTION!
// Some standard Container type aliases
using value_type = T;
// Iterators are just pointers to objects of type T
using iterator = value_type*;
using const_iterator = const value_type*;
using reference = value_type&;
using const_reference = const value_type&;
using size_type = size_t;
using difference_type = ptrdiff_t;
//*****************************************************
// Default ctor.
// Initialize an empty Array.
// This method is complete, and does NOT need modification.
// Remember to use a _member initialization list_ for each ctor,
// like I have below for the default ctor.
Array ()
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{
}
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explicit Array (size_t pSize, const T& value = T ())
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m_capacity (pSize),
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{
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}
// TODO!
// Range ctor.
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Array (const_iterator first, const_iterator last)
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{
copy(first,last,m_array);
}
// TODO!
// Copy ctor.
// Initialize this object from "a".
Array (const Array& a)
:m_size(a.m_size),m_capacity(a.m_capacity),m_array(new T[m_capacity])
{
copy(a.begin(),a.end(),m_array);
}
// TODO!
// Destructor.
// Release allocated memory.
~Array ()
{
delete[] m_array;
}
// TODO!
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// Assign "a" to this object.
// Be careful to check for self-assignment.
Array&
operator= (const Array& a)
{
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{
delete[] m_array;
m_size = a.m_size;
m_capacity = a.m_capacity;
m_array = new T[m_capacity];
copy(a.begin(),a.end(),m_array);
}
return *this;
}
// Return the size.
size_t
size () const
{
return m_size;
}
// TODO!
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bool
empty () const
{
return m_size == 0;
}
// TODO!
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size_t
capacity () const
{
return m_capacity;
}
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T& operator[] (size_t index)
{
return m_array[index];
}
// TODO!
const T& operator[] (size_t index) const
{
return m_array[index];
}
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// If the capacity is insufficient, DOUBLE it.
// If the capacity is 0, increase it to 1.
void
push_back (const T&.
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