dsadwdasfawdawdas Solving First Order Differential Equationsdsolve Symbolic solution of ordinary differential equations.dsolve will not accept equations as strings in a future release.Use symbolic expressions or sym objects instead.For example, use syms y(t); dsolve(diff(y)==y) instead of dsolve("Dy=y').Example 1:Solve y = y, y(0) = 2syms x y(x)dy(x)= diff(y);Y = dsolve (dy==y,y(0)==2);Example 2:Solve =x√1-y²dxsyms x y(x)dy(x) diff(y);Y = dsolve (dy==x*sqrt(1-y^2));Exercises:Solve the following differential equations1. (1+x) y - xy = x + x²dy2+ y = x, y(0) = 4dx2.3. dy+ysecx = cosxdxMy Solutions > Script>1 %Declare the variables, x, y(x) and dy(x)4 %Solve equation 1, place final Answer as Y15 Y1 =6 %Solve equation 2, place final answer as Y2Y2 =8 % Solve Equation 39 Y3 =SaveC ResetMATLAB Documentation▶ Run Script ?

Answer: % Program script file clc,clear allsyms…

Solving First Order Differential Equations dsolve Symbolic solution of ordinary differential equations. dsolve will not accept equations as strings in a future release. Use symbolic expressions or sym objects instead. For example, use syms y(t); dsolve(diff(y)==y) instead of dsolve("Dy-y'). Example 1: Solve y = y, y(0) = 2 syms x y(x) dy(x) = diff(y); Y = dsolve (dy==y,y(0)==2); Example 2: Solve syms x y(x) dy(x) = diff(y); Y = dsolve (dy==x*sqrt(1-y^2)); Exercises: Solve the following differential equations 1. (1+x) y - xy=x+x² 2.d+y=x,y(0) = 4 3.d+ysecx=cosx

Solving First Order Differential Equations dsolve Symbolic solution of ordinary differential equations. dsolve will not accept equations as strings in a future release. Use symbolic expressions or sym objects instead. For example, use syms y(t); dsolve(diff(y)==y) instead of dsolve("Dy-y'). Example 1: Solve y = y, y(0) = 2 syms x y(x) dy(x) = diff(y); Y = dsolve (dy==y,y(0)==2); Example 2: Solve syms x y(x) dy(x) = diff(y); Y = dsolve (dy==x*sqrt(1-y^2)); Exercises: Solve the following differential equations 1. (1+x) y - xy=x+x² 2.d+y=x,y(0) = 4 3.d+ysecx=cosx

Np Ms Office 365/Excel 2016 I Ntermed

1st Edition

ISBN:9781337508841

Author:Carey

Publisher:Carey

Chapter8: Working With Advanced Functions

Section: Chapter Questions

Problem 1.12CP

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