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Consider the set X=R with Tx= the standardtopology, let f be a function from X to the set Y=R, where f(x)=5,then the topology on Y induced by fand Tx isSelect one...

Question

Consider the set X=R with Tx= the standardtopology, let f be a function from X to the set Y=R, where f(x)=5,then the topology on Y induced by fand Tx isSelect one:a. the co-finite topologyb. The indiscrete topology on Yc. the collection of all open intervals containing 5d. the collection of all open intervals that do not contain5e. The discrete topology on Y

Consider the set X=R with Tx= the standard topology, let f be a function from X to the set Y=R, where f(x)=5, then the topology on Y induced by f and Tx is Select one: a. the co-finite topology b. The indiscrete topology on Y c. the collection of all open intervals containing 5 d. the collection of all open intervals that do not contain 5 e. The discrete topology on Y



Answers

Let $f$ be the function given by $$f(x)=\left\{\begin{array}{ll} 4-x & 0 \leq x \leq 3 \\ x^{2}-8 x+17 & 3<x<5 \\ 12-2 x & 5 \leq x \leq 6 \end{array}\right.$$ (a) Find all values of $x$ for which $f$ is not continuous. (b) List the largest open intervals on which $f$ is continuous.

So because every skin genius on duh f not me coach is zero. It means that found into over, I would you be next in here. That's will be no fond see system that FFC equal zero. And that's why ah, because Emma's continuous in means that doesn't implies the effort X will be credited, ends off all angst in I need to be. It will be f x will be smaller than zero for all banks in I and B, they can look at this fall cushion in terms of the craft. Yeah, so we have every never e could do zero and I was continuous. So let's consider the Jew the in development and it should be here I and B and every never got the access s so it will be either floating above here. I didn't below this. I am being here, So nothing. Why, It would be either two cases here


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