OleksandrDanylchenko

// LABKA 2.5 v.2 Matrix methods implementation
#include <iostream>
#include <fstream>
#include <algorithm>

#include "D:\Studying\Programming\LABS\Labka 2.5 v.2\Headers\vList.h"
#include "D:\Studying\Programming\LABS\Labka 2.5 v.2\Headers\grRepres.h"

GrMA::~GrMA() {
	if (E != nullptr) {

OleksandrDanylchenko

package ua.alexd.domain;

import javax.persistence.*;
import java.util.Objects;

@Entity
@Table(name = "Shops")
public class Shops {
    @Id
    @GeneratedValue(strategy = GenerationType.AUTO)

OleksandrDanylchenko

package ua.alexd.CarRentService.controller;

import org.springframework.http.HttpStatus;
import org.springframework.http.ResponseEntity;
import org.springframework.web.bind.annotation.*;
import ua.alexd.CarRentService.domain.ModelClass;
import ua.alexd.CarRentService.service.ModelClassService;

import javax.validation.Valid;
import java.util.List;

OleksandrDanylchenko

import { Document } from 'mongoose';

export class BaseSchema extends Document {}

OleksandrDanylchenko

export const flexbox = (options: {
  display?: string;
  direction?: string;
  placeContent?: string;
  placeItems?: string;
  wrap?: string;
  shrink?: string;
  grow?: string;
  alignContent?: string;
  justifyContent?: string;

OleksandrDanylchenko

import numpy as np
import matplotlib.pyplot as plt
from scipy.integrate import odeint
import pandas as pd  # import pandas

# Визначаємо функцію рівняння із умови
def func(y, x):
    return (np.sin(2 * x) / (2 - np.sin(x) ** 2) - 2 * y) / 2

# Реалізація методу Ейлера-Коші де крок ітерації визначено як: