5

(1 point) Let A = ~6 2] Find S, D,and S such that A = SDS [88] , [F6] 5-1 [88]...

Question

(1 point) Let A = ~6 2] Find S, D,and S such that A = SDS [88] , [F6] 5-1 [88]

(1 point) Let A = ~6 2] Find S, D,and S such that A = SDS [88] , [F6] 5-1 [88]



Answers

In Exercises $51-58$, use Eq. (6) to find $d y / d x$ at the given point. $$ \left(s^{-1}-3 s, s^{3}\right), \quad s=-1 $$

Ex at T equals one for each of the t t square. So Dy Dx is Dy DT over Dx DT. So why is T squared? So Dy DT is to T exit is each of the T, so dx DT is utility, and so Dy dx At T equals one is to overeat.

Okay, so this question we just want to find the oh image off given sense. First sets minus two minus 10 12 and three. And we have Fo X is equal to floor excluding my life. Okay, so we just have to perform this computation about everything. So we have ever minus two. He's gonna be floor maestro sweat. That's four divided by three, which is 1.3 repeating. This is just one if a modest one is going to be one squints. Thus when they won by three, which is just 0.3 repeating that's just zero fo zero is zero squared zero divided by three. So that's a serious side. This just for zero. This is zero. If all one is for one square to that, just one divided by three. That's his full. Is there a 0.3. Repeating was just zero f old chu for two spaces. That's 41 by three, which is one for three paintings. Us one off three is in full off three squid. That gives you nine. What? By three. That's a 43 So then our limit our image all the say s Is this going 013 to be careful, you don't put twice. Um, you don't put the same number twice more than twice into the set. Because, strictly speaking, sanitation needs to be ridden as unique numbers. So even though the 7001 is equivalent to 011 you don't write like this. You're right. In terms of organ, you numbers. So like this. No, uh, B s is equal to 012345 Wherefore s where x is well exclaimed, divide everything. Okay, so F or zero is just going to be zero squared, divided by three semesters. Zero because zero, if one is you 21 switch, that's one divided by three. This is your f off to visit would choose where that's four divided by three. This is one. If both three is then three sweat, which is nine. Divide by three. So that's his three. Divided by three. So that's also 95 by 3 53 four gives year floor 16. So for about four square is 16 divided by three. So that's gonna be, uh, 15 like that. We 5.3 repeating. So this is five. And finally fo five Easy to 25 divided by three Which should give you that. So then our sets is in 013 live in eights. Okay. See S is equal to 15 7 11 So f or F or X is easier for exploded. Three. It's one is just gonna be one squared divided by three So that's just zero f 055 squared gives 25 divided by three So that's still don't eight f 07 So seven squared gives you 49 divided by three. To that excuses, 16 f o 11 gives you 4 11 square So that's 121. What about three? So that gives you four. So then your image is then 08 16 and 40 And finally we have the s is equal to 26 10 and 14. 14 f f o x is equal to well, exclaimed the wildlife Now F 02 is in full. Also to squeak is or divided by three. So that's just one F off six is It was a 6 20 to 36. You want about three? That's just 12. Every 10 tense. What gives you 100 divided by three seconds. You 33 ever 14 is 14 square, which I am not very sure. Also start putting spread you all right. Three, which is just 65. So then you set your image effort s busy one, 12 33 and cc. Also one notes that I want to say as well is that you don't always have to write This sets in strictly ascending order or in some sort of order. You can just very easily right this whole thing as 1 33 12 65 It doesn't really matter or not so much. What matters more is a uniqueness off, but that's just a quick next.

Find dy dx at T equals one for to t plus 9 17 minus nine. So the formula for dy dx given a parameter arised equation is DY DT over DX DT. So the derivative of Y with respect to T S. Seven, the derivative effects with respect to T is too okay. And then at T equals juan At T equals one groups. Dy DX equals 7/2. In fact, at T equals any number. Dy dx equals seven halves. There's no place to plug the TN. So the derivative is constant over the whole, over the whole interval for tea. So 7/2 is the answer.

Questions because you fight. We need to verify rulers. Sure, Um, and this particular interval. By finding that F is equal to a FB, there is the starting point, the standing point. So let's find a way, which is a. For one or two. It will be one or two plus 1/1 or two, which is nothing but one or two plus two, which is five or two on. Let's find a B, which is F two. It is two plus one or two on two plus one or two. It's nothing about five or so. Both are equal, so we can apply the rollers, Children, Uh, for the roller student, we need to differentiate this first. So differentiating X is one differentiate differentiating one of our eggs will give minus one over extra square. So we have F dash C is equated to zero. It means that we have one minus one of us. See square zero. This means that we have one oversee square as one. This means that we have the C square as one. This means that CS plus minus one, but rule for rulers still on the value C should be between a and B, so she should be positive. So C is equal to one, which is in fact between one or 2111 of what you want to as well. So it means that the ruler student is satisfied on the solution, for that is equal to one for which F for which the ruler store, um, is getting satisfied for a given function on between a given interval of one or two people.


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