# I don't get the correct output from my function

4 vues (au cours des 30 derniers jours)
Thomas Hammer le 19 Fév 2020
Commenté : Steven Lord le 19 Fév 2020
Hello community. I've struggled for a bit now with this.
I don't understand how I can get elementwise multiplication and addition to work here. The graph is not what it should look like when I run this program. I've tested with other software, such as Geogebra. Other than that, when I change the range from -5 to -10, the graph shifts with it.
I just don't see how to fix this problem. I would love help on this. Thanks.
values = -5:0.1:5;
f = @(x)(exp(1-2.*x).*(x+cos(2.*x)));
plot(values, f(values))
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Adam Danz le 19 Fév 2020
Modifié(e) : Adam Danz le 19 Fév 2020
"I don't understand how I can get elementwise multiplication and addition to work here."
What's not working with your current code? The only addition I see is (x+cos(2.*x)) which is doing element-wise addition.
"The graph is not what it should look like"
What should it look like?
"when I change the range from -5 to -10, the graph shifts with it"
Do you mean -5 to +10? If the x values are changed, the range of data should shift horizontally according to the new x values.
Thomas Hammer le 19 Fév 2020
Modifié(e) : Thomas Hammer le 19 Fév 2020
Thanks for the reply Adam. When plotting the values I would suppose that the function gives the same different outputs (y values), for the same inputs (x values). It doesn't seem like it's doing that. https://imgur.com/a/ZWAbEPa Here's an imgur of what I expect vs what I'm getting.
(I completely missed the fact that it said x 10^5 on the top!)

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### Réponse acceptée

Turlough Hughes le 19 Fév 2020
Modifié(e) : Turlough Hughes le 19 Fév 2020
The function is correct. However, because this function outputs very large numbers depending on your range (in terms of absolute value), you end up with missing the details that you appear to be looking for.
Try the following:
f = @(x) exp(1-2*x).*(x+cos(2*x))
fplot(f,[-5 15])
ylim([-2 4])
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Thomas Hammer le 19 Fév 2020
Ah! Thank you! I didn't know about this. I thought it would map the corresponding outputs to the screen, but I guess since the output has extremely low y values, I completely miss out on the detail. Thank you for understanding me, I'm still learning this application and how to use it.
Steven Lord le 19 Fév 2020
Note the limits of the axes in the geogebra diagram: the lower X limit is -1.5 or -2, not -5 or -15. If you do what Turlough Hughes did but use [-1.5 6] as the limits instead of [-5 15] it looks pretty similar to the geogebra diagram. If I tweak it a little more the resemblance is even stronger.
Let's enable the major and minor grids:
grid on
grid minor
make the axes rulers cross at the origin:
ax = gca;
ax.XAxisLocation = 'origin';
ax.YAxisLocation = 'origin';
and have the tick locations match:
xticks(-1.5:0.5:6)
yticks(-1.5:0.5:3)
Adjust the size of the figure window with the mouse (dragging the sides or one of the lower corners) to the same size as the picture on imgur and they agree pretty well.

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### Plus de réponses (1)

M le 19 Fév 2020
When you change from -5 to -10, the absissa of the plots change, yes. But the value of the function does not change. What makes you think there is an issue here ?
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Thomas Hammer le 19 Fév 2020
This is what I mean. There is an error with my program.
The function I want to plot is (e^(1-2x))*(x+cos(2x)).

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