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Someone please help ASAP!!!!! This is in Python! Beautiful people help please Th

ID: 3576559 • Letter: S

Question

Someone please help ASAP!!!!! This is in Python! Beautiful people help please

Thank you, thank you, thank you very much

gamma = 0.736190574589610
u0 = 1.0
t0 = 0.0
t_end = 20.0/gamma

Now let's solve the ordinary differential equation du/dt = -gamma u with gamma > 0. The solution is u(t) = u_0 e^gamma t, where u_0 = u(t = 0). As t rightarrow infinity, u rightarrow 0. We can use forward Euler: u(t + h) = u(t) + h du/dt|_t = u(t) - h gamma u(t) = u(t)[1 - h gamma]. In our iteration, u_n+1 = u_n (1 - h gamma). Click in the cell below, and then run it (shift-enter). If it prints gamma = followed by a number and t end = followed by a number, then the variables gamma and t end are defined and you can use them. Otherwise, go back to the top of the notebook and rerun the first cell. [2]: try: print('gamma = {0:6.4f}'format(gamma)) print('t end = {0:6.4f}'.format(t end)) except: print('You did not run the first cell') gamma = 0.7362 t end = 27.1669 Write a function to perform the iteration u_n+1 = (1 - h gamma)u_n, t_n+1 = t_n + h Use starting values u_0 = 1, t_0 = 0. Take enough steps to reach t_end = 20/gamma, and store the intermediate values of t_n, u_n. This function should take step size h as a parameter. []: # code for exercise 1.1 goes here Use the function from Exercise 1.1 to integrate for h = 0.3/gamma, 0.9/gamma, 1.5/gamma, 2.1/gamma. For each h, make a plot of u_n versus t_n, along with the exact solution u_n = u_0 e^-gamma t_n. []: # code for plot with h = 0.3/gamma goes here []: # code for plot with h = 0.9/gamma goes here []: # code for plot with h 1.5/gamma goes here []: # code for plot with h = 2.1/gamma goes here

Explanation / Answer

#include <stdio.h>
#include <stdlib.h>

struct node
;
typedef struct node n;

n* create_node(int);
void add_node();
void insert_at_first();
void insert_at_end();
void insert_at_position();
void delete_node_position();
void sort_list();
void update();
void search();
void display_from_beg();
void display_in_rev();

n *new, *ptr, *prev;
n *first = NULL, *last = NULL;
int variety = 0;

void main()
come new;
}
/*
*ADDS NEW NODE
*/
void add_node()
next = new;
new->prev = last;
last = new;
last->next = first;
first->prev = last;
" id="tip_19">
}
/*
*INSERTS part initially
*/
void insert_at_first()
currently new node is inserted however at first");
initial = last = new;
first->next = last->next = NULL;
first->prev = last->prev = NULL;
}
else
  
}
/*
*INSERTS THE part AT GIVEN POSITION
*/
void insert_at_position()
{
int info, pos, len = 0, i;
n *prevnode;

printf(" enter the worth that you simply would love to insert:");
scanf("%d", &info);
printf(" enter the position wherever you have got to enter:");
scanf("%d", &pos);
new = create_node(info);

if (first == last && initial == NULL)
{
if (pos == 1)
{
initial = last = new;
first->next = last->next = NULL;
first->prev = last->prev = NULL;
}
else
printf(" empty coupled list you cant insert at that specific position");
}
else
  
}
}
for (ptr = initial, i = 0;i < number;ptr = ptr->next,i++)
printf(" %d", ptr->val);
}
}
/*
*DELETION is completed
*/
void delete_node_position()
zero, key, i, f = 0;

printf(" enter the worth to be searched:");
scanf("%d", &key);

if (first == last && initial == NULL)
printf(" list is empty no elemnets in list to search");
else
{
for (ptr = initial,i = 0;i < number;i++,ptr = ptr->next)
{
count++;
if (ptr->val == key)
{
printf(" the worth is found at position at %d", count);
f = 1;
}
}
if (f == 0)
printf(" the worth isn't found in linkedlist");
}
}
/*
*DISPLAYING IN starting
*/
void display_from_beg()
{
int i;
if (first == last && initial == NULL)
printf(" list is empty no elemnts to print");
else
{
printf(" %d variety of nodes square measure there", number);
for (ptr = initial, i = 0;i < number;i++,ptr = ptr->next)
printf(" %d", ptr->val);
}
}
/*
* DISPLAYING IN REVERSE
*/
void display_in_rev()
{
int i;
if (first == last && initial == NULL)
printf(" list is empty there aren't any elments");
else
  

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