A thin rod with length L = 54 cm is placed along the positivey-axis so that its bottom end is located at y0 = 2.0 cm. Therod has uniform linear charge density λ = −3.5 × 10−18 …

Question: Consider the IVP ty′ =y+3t2, y(0)=y0. (a) Show that for y0 = 0 there are infinitely many solutions defined on (−∞, ∞), but no solution exists when y0 does not = 0 (b) Does this …

Sep 15, 2010 · Here is an implementation I am using, which is much faster than pure Python thanks to numba. from numba import njit from typing import Tuple import numpy as np @njit …

Jul 23, 2016 · I am trying to simulate a dynamic system in state space form with odeint. My A matrix is 12*12 and B matrix is 12*4 (rows * cols) so my initial state vector is 12*1 as it …

Question: Consider the IVP y′= t/(y+1) , y(0)=y0. (a) Without solving, determine all values of y0 for which the IVP is certain to have a unique solution. (b) Solve the IVP for all such values of y0 …

Solve the differential equation y′= 2ty^2 subject to y(0) =y0 and determine how the interval of existence depends on the initial value y0. Your solution’s ready to go! Our expert help has …

lineFrom(x0 - x, y0 + y, x0 + x, y0 + y); That is, for each pair of points (with the same y ) that Bresenham would you have you plot , you instead connect with a line . Share

Question: Determine whether there is a relative maximum, a relative minimum, a saddle point, or insufficient information to determine the nature of the function f(x, y) at the critical point (x0, …

Jul 14, 2017 · The docs for plotly seem to indicate I can do something similar by using y0 and dy arguments in the Bar object like so: import plotly.offline as py import plotly.graph_objs as go …

Question: Let the functions f and ∂f/ ∂y be continuous in some rectangle α < t < β, γ < y < δ containing the point (t0, y0). Then, in some interval t0 − h < t Let the functions f and