zenterix

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2 years, 363 days

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These are questions asked by zenterix

Why doesn't 

plot((-2)^x, x = -2 .. 2)

produce anything?

I guess this is some kind of tricky function since for non-integer x it seems not to correspond to a real number.

This came up for me when thinking about a sequence n(c^n), where |c|<1.

Is there some way to plot the values of a sequence? 

Is it possible to write 

x^4 - 3*x^2 + 3

as a polynomial in 

x-1

? This is a math question first of all. If it is possible, how do we do it in Maple.

For context, I am investigating a particular line of inquiry into answering this question about computation of Taylor polynomial.

How do we truncate a polynomial in Maple, that is, obtain only the terms of degree <= n?

For example, if 

P(x)=x^2+2*x^3+x^6

then the truncation [P(x)]4 is

P(x)=x^2+2*x^3

and the truncation [P(x)]is

P(x)=x^2

How do we plot the least integer function [x]?

I am referring to a function with the following graph

I'd like to plot the graph in polar coordinates of the function r=f(t)=2/cos(t), which should be a vertical line parallel to the y-axis. I've tried it with two different commands, and below you can see the results

plot(2/cos(theta), coords = polar)

plot(2/cos(theta), coords = polar)

What is going on here?

I then tried using polarplot from the plots package.

with(plots):

polarplot(2/cos(t), t = 0 .. 2*Pi)

 

Shouldn't the graph be a vertical line at 2?

Notice that if I plot two similar plots

polarplot([1/cos(t), 2/cos(t)], t = 0 .. 2*Pi)

The same result is obtained

 

What is going on here? 

 

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