Question: QuestionIs the following piecewise function continuous?Select the correct answer below:f(x) is continuous.f(x) is not continuous. Question Is the following piecewise function continuous? Select the correct answer below: f(x) is cont...
編集済み: Alexander 2024 年 3 月 10 日 You should change axis([-4\pi 4\pi -4 4]); to axis([-4*pi 4*pi -4 4]); in the first step. Than you can see your complete function. 0 件のコメント サインインしてコメントする。サインインしてこの質問に回答する。カ...
Help with piecewise function? Can't use... Learn more about piecewise, symbolic, calculus Symbolic Math Toolbox
링크 번역 답변:Paul2021년 9월 23일 MATLAB Online에서 열기 I have to make a piecewise function in symbolic form using the following: -2 <= t <=-1, t+2, -1 < t <=1, 1, 1<t <=2, -t+2 otherwise 0 ...
More Answers (1) Sam Chak on 20 Jul 2024 Vote 0 Link Open in MATLAB Online Ran in: Hi @FAWAZ FAREAD AL BAKRI Constructing a piecewise function can be a tedious process, as this sinusoidal signal requires defining numerous inte...
I have a piecewise function such: x=0:1:10; s1=(x>=0 & x<=5); s2=(x>5 & x<=10); y(s1)=2.*x(s1)+5; y(s2)=-2.*x(s2)+25; plot(x,y) and I need to control the visibility of its two parts. If I push the button a part disappears. ...
Learning Lab Question: 1) Create the following piecewise function in Simulink. Please set the run-time to 15 seconds and use a step time of 0.01 sec. Please note the plot of the function has to become flat after t=10 seconds until the end of Sim...
So I can plot the cubic spline approximation with data. But how can I display the piecewise function? 댓글 수: 0 댓글을 달려면 로그인하십시오. 답변 (0개) 이 질문에 답변하려면 로그인하십시오. ...
A FUNCTION THEORY METHOD IN ELLIPTIC PROBLEMS IN THE PLANE. II. THE PIECEWISE SMOOTH CASE A general boundary value problem, encompassing from a unified viewpoint a broad circle of local and nonlocal boundary value problems, is studied for elliptic systems with real, constant (and only leading)...
That is, the penalty is a piecewise-linear function of Use[t] as shown in Figure 17-4, with slopes of 0 and time_penalty[t] surround- ing a breakpoint at avail_min[t]. Using the syntax previously introduced, we can rewrite the expression for the objective function as: maximize Net_...