plotting function which contain zero denominator term

I have a function : . I need to plot a graph between x Vs g(x) where
, I just need values of x from o to without x=1 because it will give me which doest not make sense.
My Question: How can I use "if and elseif" syntax to plot grap between x Vs g(x) excluding value x=1 and inclusing rest of others.

5 个评论

g(x) is infinite or undefined because f(1) is infinity . How would you plot a graph "between" something and an infinite or undefined value?
You can choose value of x from 0 to 100.
Yes, that is the question, we need to ignore the graph x=1 and plot for other vlaues.
Okay, so suppose I choose x = 7. Then what would the expected plot be? is constant because the integral "uses up" all of the unbound variables in f(x)
Yes, You right x is variable so you will get different g(x) for different x so the just plot.

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回答(1 个)

syms x
f(x) = 1/(1-x^2)
f(x) = 
g(x) = int(f(x), x, 0, inf)
g(x) = 
NaN
g(x) is always undefined, no matter what the value of x is.
ratio = f(x)/g(x)
ratio = 
NaN
fplot(ratio, [0 20])
Notice the plot is empty. Because every entry is NaN.

1 个评论

syms x
f(x) = piecewise(x < 1, 1/(1-x^2), x == 1, 0, -1/(1-x^2))
f(x) = 
a = int(f(x), x, 0, 1)
a = 
b = int(f(x), x, 1, inf)
b = 
a+b
ans = 
g(x) = int(f(x), x, 0, inf)
g(x) = 
ratio = f(x)/g(x)
ratio = 
0
fplot(ratio, [0 20])
So you can define away the integral so that you do not get nan (by integrating a different function), but you are stuck with the problem that g(x) is constant.

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