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End 442 Aipkc 4ijLkStabr ~Rledac t LL U vagitZj+ok W:4 .Sjt3E...

Question

End 442 Aipkc 4ijLkStabr ~Rledac t LL U vagitZj+ok W:4 .Sjt3E

End 442 Aipkc 4ijLk Stabr ~Rledac t LL U vagitZj+ok W:4 .Sjt3E



Answers

Complete table. $f(t)=|t-2|$ $$\begin{array}{|r|l|}\hline t & f(t) \\\hline-1.7 & \\0.9 & \\5.4 & \\\hline\end{array}$$

We have a number 44. Okay, F s is given us as minus two Model s divide by as minus two. We need to find the values when as equal to zero F zero will be equal. Toe zero minus zero. Gentlemen, is to buy zero minus two. There is Model is in numerator, so two by minus two, it will be equal to minus one. When s equal to one half off, one will be called toe one minus two more or less by one minus two. So one by minus one that is minus one when a sequel toe three Where to a four three but will be equal toe models off three by two minus two by three by two minus two. So this will be minus one by two. So one by two into minus okay to buy one. So minus one when, as is equal to fight by to have four, five by two. By going to the by the following trends, we will be getting five by two minus two by five by two minus two. Here it is. Model s so one by two into two by one which is one and when essays equal toe four, half of four will be called to four minus two. Marvelous by four minus two. So two by two. Critical to one. So these are the values we wanted to find out. Minus one minus one minus one of one and one. Thank you so much.

Is a problem. Number 43 function that he has given us one by two models off T plus three. Okay, so we have to find we have toe. Just complete the table. So first value of T is minus five. So each off minus five will be won by two minus five plus three. So one by two minus two, that is, one by two into two, equal to one when t is minus full patch off minus four will be one by two minus four plus three. That is one by two minus one, which is one by two. 20 equal to minus three at off minus three will be one by two minus three plus three That is one by 2 to 0 that is zero of anti equal to minus two. Edge off minus two one by two minus to plus three That is one by two when t is minus one at your minus one equal to one by two minus one plus three That is one by two into two. That is what So these are the values in the table one one by 201 by two And what? Thank you

And this problem were given the function F of T is equal to the absolute value of T minus two. We're being asked to fill in the table. So let's look at our first value for tea when tea is negative. 1.7 we're trying to find off of tea. So in other words, we're being asked to find f off negative 1.7. Well, to do that, we simply substitute negative 1.7 and for tea so it will be equal to the absolute value of negative 1.7 minus two. And now we evaluate well, negative 1.7 minus two is negative 3.7. So we'll have the absolute value of negative 3.7. Well, the absolute value of negative 3.7 is just 3.7. So we've found that when tea is negative, 1.7 f of tea is 3.7. Now, let's look when t 0.9, we're trying to find off of tea. So in other words, we're trying to find f of 0.9, and to do this we simply substitute 0.9 in for tea so we'll have the absolute value of 0.9 minus two. Well, 0.9 minus two is negative. 1.1. So we have the absolute value. A negative 1.1. Well, the absolute value of negative 1.1 is just positive 1.1. So we've found when t 0.9 ff t is 1.1. And lastly, when tea is 5.4, we're trying to find de 50. So we're really trying to find f of 5.4. And to do this with some simply substitute 5.4 in for tea, so we'll have the absolute value of 5.4 minus two. Well, 5.4 minus two is 3.4 and the absolute value of 3.4 is 3.4. So what we found is that when tea is 5.4

Let's complete the table, starting with F of zero and so f of zero would be the absolute value of zero minus two over zero minus two. And that would be the absolute value of negative, too. Over negative two, which is two over negative, too, which is negative. One. Let's find F of one through the absolute value of one minus two over one minus two. So the absolute value of negative one over negative one. So we've won over negative one, which is negative ones. Let's find F of three halves, which is the absolute value of three halves minus two over three halfs minus two, which is the absolute value of negative 1/2 over 1/2. And that would be 1/2 over 1/2 which is one. Let's find effort five halves, and that would be the absolute value of five halves minus two over five halves minus two. And that would be the absolute value of 1/2 over 1/2. And that's 1/2 over 1/2 which is one we're seeing. What's going on here now let's find F before. Can you predict what it's going to be? The absolute value of four, minus two over four minus two. It's going to be the absolute value of 2/2, and that is to over two, which is one. So there's our table.


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