Plot the functions x, x3, ex and ex over the interval 0 < x < 4....
Plot the functions x, x3, ex and ex over the interval 0 < x < 4. in MATLab
a. rectangular paper
b. on semilog paper (logarithm on the y-axis)
c. on log-log paper
Be sure to use an appropriate mesh of x values to get a smooth
set of curves! Hint: check the
documentation for these functions: plot, subplot, semilogy,
loglog
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plot relationship using the plot, semilogx, semilogy, and loglog commands. I cannot understand how to use...
plot relationship using the plot, semilogx, semilogy, and loglog
commands.
I cannot understand how to use the semilogx, semilogy, and
loglog commands, and my graphs are completely wrong when conmpared
to the answer
Sometimes a set of data has a very large range (very small numbers to very big num- bers). This is often the case with signal-to-noise ratios in electronics, or turbulent kinetic energy in fluid mechanics. In this case it may make sense to plot one or both...
The Taylor polynomial approximation pn (r) for f(x) = sin(x) around x,-0 is given as follows: TL ...
The Taylor polynomial approximation pn (r) for f(x) = sin(x) around x,-0 is given as follows: TL 2k 1)! Write a MATLAB function taylor sin.m to approximate the sine function. The function should have the following header: function [p] = taylor-sin(x, n) where x is the input vector, scalar n indicates the order of the Taylor polynomials, and output vector p has the values of the polynomial. Remember to give the function a description and call format. in your script,...
Question 1: Given the relationships of x,y and z: For x = 0 to 35: y...
Question 1: Given the relationships of x,y and z: For x = 0 to 35: y = 0.35*x*sin(x) 2=0.70*x*cos(x) In MATLAB, use an interval of x which provides very smooth plots. Create three plots: (Be sure to included title and labels for the plots.) In a single figure with subplots: A rectangular plot of x and y, and A polar plot of x and z In a separate figure: A 3-D plot of x, yandz Submitted a published file containing...
the code in the photo for this I.V.P dy/dx= x+y. y(0)=1 i need the two in the photo thank you New folder Bookmark...
the code in the photo for this I.V.P
dy/dx= x+y. y(0)=1
i need the two in the photo
thank you
New folder Bookmarks G Google dy/dx x+y, y(0)=1 2 h Exact Solution 1.8 Approximate Solution Mesh Points 1.6 -Direction Fied 1.4 1.2 1 0.8 04 0.2 0.3 0.1 0 X CAUsersleskandara\Desktop\New folder emo.m EDITOR PUBLISH VEW Run Section FILE NAVIGATE EDIT Breakpoints Run Run and FL Advance Run and Advance Time BREAKPOINTS RUN 1 - clear all 2 clc 3-...
plot relationship using the plot, semilogx, semilogy, and loglog
commands.
I cannot understand how to use the semilogx, semilogy, and
loglog commands, and my graphs are completely wrong when conmpared
to the answer
Sometimes a set of data has a very large range (very small numbers to very big num- bers). This is often the case with signal-to-noise ratios in electronics, or turbulent kinetic energy in fluid mechanics. In this case it may make sense to plot one or both...
The Taylor polynomial approximation pn (r) for f(x) = sin(x) around x,-0 is given as follows: TL 2k 1)! Write a MATLAB function taylor sin.m to approximate the sine function. The function should have the following header: function [p] = taylor-sin(x, n) where x is the input vector, scalar n indicates the order of the Taylor polynomials, and output vector p has the values of the polynomial. Remember to give the function a description and call format. in your script,...
Question 1: Given the relationships of x,y and z: For x = 0 to 35: y = 0.35*x*sin(x) 2=0.70*x*cos(x) In MATLAB, use an interval of x which provides very smooth plots. Create three plots: (Be sure to included title and labels for the plots.) In a single figure with subplots: A rectangular plot of x and y, and A polar plot of x and z In a separate figure: A 3-D plot of x, yandz Submitted a published file containing...
the code in the photo for this I.V.P
dy/dx= x+y. y(0)=1
i need the two in the photo
thank you
New folder Bookmarks G Google dy/dx x+y, y(0)=1 2 h Exact Solution 1.8 Approximate Solution Mesh Points 1.6 -Direction Fied 1.4 1.2 1 0.8 04 0.2 0.3 0.1 0 X CAUsersleskandara\Desktop\New folder emo.m EDITOR PUBLISH VEW Run Section FILE NAVIGATE EDIT Breakpoints Run Run and FL Advance Run and Advance Time BREAKPOINTS RUN 1 - clear all 2 clc 3-...
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