5

9 Dlo4 1 0 8 1 1...

Question

9 Dlo4 1 0 8 1 1

9 Dlo 4 1 0 8 1 1



Answers

9. $$1, \frac{1}{3}, \frac{1}{5}, \frac{1}{7}, \frac{1}{9}, \dots$$

Okay, so in this expression, we're going to a place, be with seven. So since seven is most pipe, I be I'm gonna do seven times for the C seven and B is race the second Paris. So this blue seven will be raised to the second power. And then in the order of operations, we're gonna first look at the exponents. So this will be seven times seven to the second. Paris just seven times itself inside the parentheses. This will be inside the blueprint C seven times seven is just 49 then 40 times times Another seven will be 343 which is the same thing at seven to the third power.

So you have that the following sequence. A one minus 1/3. One more night by this one with seven one word 81. So when I keep a general for that for the and, um with secrets so well, cervical, these want one. So what is that? Is a bit So what? We can call the zone a one. That one too. But once we no before. So as you can see one, huh? The future of these sequences old alternating because 50 17 was it the negative? Was it? Nobody wants to take things. One was the negative. So perhaps some miners one three engine builder on if you want to start at one. So we sent out one that he was my swan didn't. Why, Miss One can put another rightness there. So? So that for one is positive. And, uh, if you look at the thing in the denominator, there's not anything I do not know Terminator. So probably just something related. Also, hear the zone is three square. I'm on this. Oh, this is a mystery square that these three streak you. That's three to the fourth grade, so you can see that sequence. Well part of you have there One. When this one, the oh won over three squared one of those one Q one or before. So the whole the world would be a very strange place because the sequence can be read in us. What was that? But, uh, if you look in there like this when we have nothing so robbery onto so it's trucked. I want from you so that anyone you see people too. Um, 221 So you can have that description. Or we could give the grieve all that's on formula. You could describe Bill's away. Uh, because the relation oh, so records. He's, uh thank you. They so with some number, start with these and then we say, What is there well, for getting into the next number. Also, as you can see here as you increase the end, you're more decline by my nose. Warren Third. So my nose 1/3 time's a so Ben you just the next time, right? Because you said we'd want well to get minus 1/3. Just moved it by 1/3 to get one of her. Nine will multiply, buddy. Aw, 30 miles. 1:30 a.m. So it was You gonna come? Here's the records. Relation is, well, the previous them a hands. So bam plus one is a little A's event. Times miners 1/3. So you have those descriptions are not, Yes, so would be decreasing alternating.

So on this problem, we're given this matrix and were asked to use matrix capability of a graphing utility to find the determinant. So I went to Desmond's dot com and went to math tools matrix calculator and got this matrix calculator. So I have a four x four matrix. So I go new matrix And I got four rows and four columns And the first entry is a zero and then a minus three in an eight and that too. And then eight one a minus one and six And then I -4 in a six. Mhm and zero and a nine. And then uh minus seven, two, zeros zero, zero and 14. They had dinner now to find the determiner of this, I use the D E T button right here go determine it a matrix A And there it is 7000 441 7441.

In this video, we're gonna go through the answer to question number seven from chapter 9.5 West to find the argon values nine vectors off the matrix A given here. First. Do that. We need to find the determinant off the matrix. A minus. I ascetic with syrup. So this is the determinant. Off one minus R zero zero two three minus. Ah, one 0 to 4 months are You're wasting your over the top road Got one minus r times by the deterrent box Right to Buddy Matrix, which is remind us ah times by four minus R minus two. This is gonna be a one minus ah times by Ask what minus for our minus three hours. Minus seven are plus 12 minus to which is plus 10. Good. Then we can characterize this with one minus R and it's gonna factor Rise to be Ah. Minus five, uh, minus two. So we said that equal to zero. Then solve we're gonna have I can Values are is equal to one. I was equal to two on our secret five. There are three aiken values. Find their associates. I connect this starting first with I come back to rise. Because of what? When it's find the matrix a minus one times high times, the fact that you want is equal zero up. This is just 000 Good two to you. One on zero two three touched by yuan is equal to zero safe. Let's complete this by hand. So if you want, let's let the components be ex wives that then from the second World, we've got that to x close Thio. Why course Zed is equal to zero on from the third room we've got there, too. And two, Why close? Three is equal to zero. Okay, so this his bottom equation tells us that, uh, why is equal to minus three over two times that on the top equation tells us that thanks is equal to minus that minus half that minus why that's minus half said, plus three up to said. That's just ones that so, So X equals said, Let's just let them be ones. And that why's it was minus three or two time times said, which is just three. Everything. That's a first I Greta, the 2nd 1 we calculate with a minus, the less I connect it was too. Okay. Months to I times you want you could see. Right. That's gonna be a minus. 100 two 11 zero two four months. Two is two tells about you want zero? So the first hotels is not the first component. If you want equal to zero, then the bond to Rose. Tell us that Thea, the second and third components are next to each other. So if the 2nd 1 is one that the books reminds one, let's find the third Aiken Vector. Yeah, I can. Value was five comes I times you What do you want? It was there. So therefore months 400 two minus 21 02 minus one you want you see what Zephyr therefore you want? Well, the first component cto read off. That's just gonna be zero then. Second and for components are gonna be Will be, uh, yeah, we can tell from the second or the third World that if the second component is one, then the third component is twice second bone in, which is just too. That's a final act of Beckett


Similar Solved Questions

5 answers
Question (2 Propose reasonable synthesis of 9 starting from and & using any other reagents Jou might require. ( 15 pts)SPh OHNaSPh
Question (2 Propose reasonable synthesis of 9 starting from and & using any other reagents Jou might require. ( 15 pts) SPh OH NaSPh...
5 answers
J [ Assignment4: Probiem List 1 uvieVeNlt USWA HL reMairing l1
j [ Assignment4: Probiem List 1 uvie VeNlt USWA HL reMairing l 1...
5 answers
An economist Is interested in studying the incomes of consumers in @ particular country The population standard deviation is known to be S620. random sample of 10 indivilduals resulted in = mean income of" S2300.What is the upper end point In 95% confidence interval for the average income?Select one;1343.15b; 2571.722684.272436.63
An economist Is interested in studying the incomes of consumers in @ particular country The population standard deviation is known to be S620. random sample of 10 indivilduals resulted in = mean income of" S2300.What is the upper end point In 95% confidence interval for the average income? Sele...
5 answers
A landscape architect is planning to pave two walking paths beside two ponds, as shown. Find the values of $x$ and $y .$ What is the total length of the walking paths? (IMAGE CAN'T COPY)
A landscape architect is planning to pave two walking paths beside two ponds, as shown. Find the values of $x$ and $y .$ What is the total length of the walking paths? (IMAGE CAN'T COPY)...
1 answers
Label each pair of points on the graph and find the distance between them. Use your answers and the decoder to find the distance from the center of the pitcher's mound to home plate in baseball. (GRAPH CAN'T COPY) $$\mathbf{A}(-11,7) \text { and } \mathbf{B}(-9,3)$$ $$\begin{array}{|c|c|c|c|c|c|c|c|c|c|}\hline \sqrt{5} & 10 & 2 \sqrt{5} & 5 & 17 & 5 \sqrt{2} & \sqrt{10} & 13 & 15 & 11 \\\hline \mathrm{C} & \mathrm{E} & \mathrm{F} & \mat
Label each pair of points on the graph and find the distance between them. Use your answers and the decoder to find the distance from the center of the pitcher's mound to home plate in baseball. (GRAPH CAN'T COPY) $$\mathbf{A}(-11,7) \text { and } \mathbf{B}(-9,3)$$ $$\begin{array}{|c|c|...
1 answers
Place the correct symbol, $<$ or $>,$ between the two numbers. $$\frac{5}{7} \quad \frac{2}{3}$$
Place the correct symbol, $<$ or $>,$ between the two numbers. $$\frac{5}{7} \quad \frac{2}{3}$$...
5 answers
L.A system contracts from an initial volume of 15.0 L t0 & final volume of 10.0 L under constant external pressure of 0.800 atm. The value of W, in J, is A) -.0J. B) 4.0 J. C) -405 J. D) 405 ]. E) 4.05 103 J.
L.A system contracts from an initial volume of 15.0 L t0 & final volume of 10.0 L under constant external pressure of 0.800 atm. The value of W, in J, is A) -.0J. B) 4.0 J. C) -405 J. D) 405 ]. E) 4.05 103 J....
4 answers
1. A student made a series of measurements of Mg2+ concentrationin drinking water giving the following values:227 ppm, 315 ppm, 243 ppm, 242 ppm, 238 ppm, 229 ppm What is thestandard deviation of the concentration data set?Can you answer this too. I posted it before and only one partwas answered. 2. (b) Determine the pH of a 0.150 M of weak base NaBsolution (Kb = 1.64 ï‚´ 10-6).
1. A student made a series of measurements of Mg2+ concentration in drinking water giving the following values: 227 ppm, 315 ppm, 243 ppm, 242 ppm, 238 ppm, 229 ppm What is the standard deviation of the concentration data set? Can you answer this too. I posted it before and only one part was answere...
5 answers
Dy point) (a) Find dxfunction of for the given parametric equationst_t 4 _ 9tdz(b) Findfunction of for the given parametric equations_4t _ 4 t4 _ t7d
dy point) (a) Find dx function of for the given parametric equations t_t 4 _ 9t dz (b) Find function of for the given parametric equations_ 4t _ 4 t4 _ t7 d...
5 answers
Cotx dx3. f csc x +16 sin x
cotx dx 3. f csc x +16 sin x...
5 answers
The seriesn2itI4n + 3
The series n2itI4n + 3...
5 answers
Usc limit propcrties; one-sided limit properties if needed. the definition of continuity: determine if the follawing function continuous or discontinuous 4Li) a=4ii) a = 32t7 f(x)= 67x
usc limit propcrties; one-sided limit properties if needed. the definition of continuity: determine if the follawing function continuous or discontinuous 4L i) a=4 ii) a = 3 2t7 f(x)= 67x...
5 answers
Oludcnbaaxumina 4conelarb calcuateicllowinn dertudareAan" MAL#l:] " bko *4IFind a vabe C k so Ihai[~J" 4atoulin i0_ -[Findavalu % k Bo IrBagoulin I0 _[`Mmic dounooncrl eoluton I tho ICn X1() =?od*-(4) 32 L.n Mtnn Down ACTMLdnachcamoonont oitha soullon UvnID donatuberin conanren710) Ialu =
Oludcnba axumina 4 conelarb calcuate icllowinn dertudare Aan" MAL #l:] " bko *4I Find a vabe C k so Ihai [~J" 4atoulin i0_ -[ Findavalu % k Bo Ir Bagoulin I0 _ [` Mmic doun ooncrl eoluton I tho ICn X1() =?od*-(4) 32 L.n Mtnn Down ACTMLd nachcamoonont oitha soullon Uvn ID donatuberin ...
5 answers
Quiz 3: Write your responses on separate piece of paper and email me your answers by the end of class You must show all work to receive full credit,Compute the following limits analytically 16 2z lim x2 _ 2x ~ 8 b) lim, (z+ 3)7x2 _ Tx + 3 lim x+5x+7VxT -3 Him 2x = 1430 Lim ~sin(7t)
Quiz 3: Write your responses on separate piece of paper and email me your answers by the end of class You must show all work to receive full credit, Compute the following limits analytically 16 2z lim x2 _ 2x ~ 8 b) lim, (z+ 3)7 x2 _ Tx + 3 lim x+5x+7 VxT -3 Him 2x = 14 30 Lim ~sin(7t)...
4 answers
1) Find the length of the curve r(t) = ((2 sin t)i+(2_ cos t) j 2tk for 0 <ts27
1) Find the length of the curve r(t) = ((2 sin t)i+(2_ cos t) j 2tk for 0 <ts27...
5 answers
1. (2 pts) Given that quadrilateral ABCD is a parallelogram_Triangle BCD is congruent to Why? SSS, SAS,ASA (shade the correct answer)2.(4 pts) Given that quadrilateral ABCD is a rectangleAName two triangles congruent to triangle BCDtriangle Why? SSS, SAS, ASA (shade the correct answer)ji_ triangle Why? SSS, SAS,ASA (shade the correct answer)3.(7 pts) If quadrilateral ABCD is a rhombus with diagonals AC and BD then prove the diagonals are perpendicular:
1. (2 pts) Given that quadrilateral ABCD is a parallelogram_ Triangle BCD is congruent to Why? SSS, SAS,ASA (shade the correct answer) 2.(4 pts) Given that quadrilateral ABCD is a rectangle A Name two triangles congruent to triangle BCD triangle Why? SSS, SAS, ASA (shade the correct answer) ji_ tria...
5 answers
15 pF8.2 pF22 pF
15 pF 8.2 pF 22 pF...

-- 0.023609--