5

J5w=5J5"' (1) =0 F(0} = 0...

Question

J5w=5J5"' (1) =0 F(0} = 0

J5w =5 J5"' (1) = 0 F(0} = 0



Answers

Find the zero of the function $f$ $$f(x)=5 x$$

So no, the next equation is it fixed is equal stoop five x plus one, so we will just quit. Similarly, zero is because 25 x plus one So therefore we have minus one is because 25 X Now we will divide five on board sites to obtain X, so therefore minus one by fight is because toe so therefore the value off excess to B minus one by fight. So as effects has to be zero.

So no, the next equation is it fixed is equal stoop five x plus one, so we will just quit. Similarly, zero is because 25 x plus one So therefore we have minus one is because 25 X Now we will divide five on board sites to obtain X, so therefore minus one by fight is because toe so therefore the value off excess to B minus one by fight. So as effects has to be zero.

In this video we will find the inverse function of the function written here. F of X equals a over five X plus two. To find the inverse function. We can just switch the X and the Webex, or in this case F to the negative one of eggs. And that gives us X equals a over five inverse of F of X plus two. We then need to isolate the ffx here, so we can multiply both sides by F times the universe function plus two Over five times the inverse function close to. And that gets us what is written here, and then divide both sides by X, And then subtract two from both sides, and then divide both sides by five. And then we can simplify and we get what is written here. And this is our final answer for the inverse function.

Okay, over here I have. F F X is equal to five X plus one. That's one. And I want to find out all the real various effects for And they said that F of X is equal to zero. So I want this to be equal to zero. So I will just say five X plus one is equal to zero. All right. Or I can write this as five X is equal to minus one, or X is equal to minus one by five. Yeah, So at X is equal to -1 x five. I can say that FFX is equal to zero. All right. So, this is my answer. How exactly do I get over here? Whatever value I want for the function I just substituted and then solve for X. And it will give me all the possible values of X for which I get the value of the function that is required.


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