Answer :

lovelife65

The function is definately defined at x=0 but not x=1.

But its just one part of the coordinate (x,y).

If the value of y or f(x) is considered, you'll see that it is never possible to attain f(x)=0. In other terms (x,y)= (0,0) is not a defined point in the graph of the function because the graph doesnt pass through that point.

Now I hope you understood what I meant!

Conclusion- The above function is not defined at all points in the space having the abscissa or x=1 in the coordinate and also at ordinate or y=0 in the coordinate.nation:

The value of x for which the function g(x)=x/1-x is not defined is at x = 1.

When does a value of a function become undefined?

A value of a function becomes not defined when the denominator of that function becomes zero.

The value for which the function becomes zero is given below:

The function is g(x)=x/1-x.

We can substitute the different values of x to find which makes the function not defined.

  • For x = -1:

g(-1) = -1/1-(-1)

= -1/2

The function is defined.

  • For x = 0:

g(0) = 0/1-0

= 0

The function is defined.

  • For x = 1:

g(1) = 1/1-1

= 1/0 = not defined

The function is not defined.

  • For x = 2:

g(2) = 2/1-2

= 2/-1 = -2

The function is defined.

Therefore, we have found that the value of x for which the function g(x)=x/1-x is not defined is at x = 1.

Learn more about not defined functions here: https://brainly.com/question/12039003

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