![]() ![]() What prime is equal toe? Three coasts? Why Linus five X thio. We're using the running cause method to approximate the differential equation. #SHIMADZU MULTISPEC 1501 SCHEMATIC PLUS#Or for that this is equal new Or what do people do in our lady into far cost Bt Plus be done fine over b sign baby plus well upon be years and years See if our t minus you Power down sign Be down, Down This is the answer If my last a police fired less be inspired class The dinos are fire for it's manage stakeholders far plus the square so further this become while the After taking a fabulous side We have people do when upon be digression bot If our t minus Tao Ula Power eight hour sign Beato down class I find about 80 because BD plus Power 80 and do B minus a over b sign maybe. But it's far less This one is minus a over. So why? I think if it's pulling, it's minus eight. What is my days? Why do u minus y todo minus? Do it do is what is my why you? Unless it's far be aspire when is equal if office so this is equal is as quiet while you mace Finest days are half minus beatem minus two A and do is whether it is minus out of less If I must be a spy When is even if are ISS so this is equal It's just grab Why if minus from B minus do is while is less too a far less if class based while its equal do give off this So this is even as esquire minus two iss less is why must envious five while iss that is given as a case Plus this plus beat a minus Yeah, for the This is given as well This is equal If case over it just has to be Yes, last year's squad Blessed be a spot plus ISS far forward It is about minus Do it ISS plus it's five b a spot plus B D minus upon it is minus two is less yes, five plus B a spot. Why would you do if our tea Why? Why, yes, it really would be done. ![]() In the problem we have When s But I never let my do It s class is one plus Be ascribed. ![]() So therefore, we are stable at the origin. The trace of the Jacoby in this is negative. So since everything is greater than zero. So we have a Absalon and then plus Absalon. A times negative Epsilon minus negative one times. The determinants of J, right? This is going to be negative. Okay, so now we just need to find the determinate. So we have negative A than minus one, Absalon. So this is just going to be, um So most of the terms just go to zero. Now, for part C, we just need to plug in our Jacoby in or start plug in our look in the origin into our utopian. Now, the second equation s O that out of respect to, um V's just Absalon and then with w is negative. Okay, then, with respect to W, we just have minus one. Okay, So taking that with respect to V, we have, um so, too to V plus minus three V squared, minus a plus to a V. So, um, now, this should be easier to take the derivative of, So Jay is going to be equal to So take the derivative of that first, um, with respect to V. And it is all times we So we have V squared minus V cubed minus a V plus a V squared, then minus W on the end All right. So this is going to become so first, uh, outer. All right, So for, uh, the first function, uh, would be easiest to multiply everything out. Now, for part B, it was, um, equals zero. So we are done verifying that this is, in fact, an equilibrium. We have absalon times zero minus zero, which is, in fact, zero. So all of that is equal to zero eso We're done for equation one now. And then there's actually a zero here, minus zero. F one enough to So we have, um, zero minus a times one minus zero. So to do that, we just plug this into our functions. Okay, So for part A, we just need to verify that the origin, which is the 0.0 is in fact, an equilibrium of this system. ![]()
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