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Question

UnntoTselredlaacive Etoront 0luneFart An katho Iuelal prounX ol %ha alaryenf and # [neienkanoouis Tula changu = Auel dumio FIha conalan ol DtEne fomuila Gunn abava | @pluta A(t]cinAniCartnn-IdocinalDanta Flad Ine DalcAnlaoo !cmatiindMa DJcontnpe ol me orp*1aI e#oual or CurbonTelnatndKen W6 Mena analme Heungt- Lrarard Ere

unnto Tsel redlaacive Etoront 0lune Fart An katho Iuelal prounX ol %ha alaryenf and # [neienkanoouis Tula changu = Auel dumio F Iha conalan ol Dt Ene fomuila Gunn abava | @pluta A(t] cinAni Cartnn-I docinal Danta Flad Ine DalcAnlaoo !cmatiind Ma DJcontnpe ol me orp*1aI e#oual or Curbon Telnatnd Ken W6 Mena analme Heungt- Lrarard Ere



Answers

$\mathbf{X}(t)=\left[ \begin{array}{ccc}{e^{t}} & {e^{-t}} & {e^{2 t}} \\ {e^{t}} & {-e^{-t}} & {2 e^{2 t}} \\ {e^{t}} & {e^{-t}} & {4 e^{2 t}}\end{array}\right]$

I have even so in this question they asked the second in addition energy of the carbon nitrogen option. And flooring atoms are such as is carbon far far greater than nitrogen far far greater than flooring for greater than carbon bees. Flooring greater than option greater than nitrogen greater than carbon C. Is carbon greater than night auction greater than nitrogen greater than deep. Please oxygen greater than floating greater than nitrogen greater than got a button so yeah. Option dis correct. Yeah. Option beads curry nine days, 9 days the second ionization energy of carbon nitrogen option flooring are yeah, The 2nd Innovation and Adultery of carbon nitrogen option and flooring are in the older Yes, yeah auction greater than flooring which is greater than nitro ocean. This is greater than carbon. Yeah. Yeah. Yeah. Yeah. Yeah. Mhm. Half fill two P three sub shell of a plus is highly stable, highly stable then stable compared to compared two to be force sub selloff. Yes. Yeah. Of a plus sold. I used to of folks who is young will be larger than f minus. Yeah. No Jeff then eight minus. Thanks lot.

Hello students in this question we have one mold often ideal guess who's capacity is CV through the process and we have entropy which it depends upon the temperature as Alfred whereby temperature T where alpha is constant and temperature is changing from heaven to temperature T. Two. So for the part A we have to calculate the molar heat capacity C. As a function of temperature. So see it is given by the molecular B Ds DT. So the U. S. Labor by DT can be calculated from here. So team or player B. D. S liver by DT will be equals two minus of health. Former player by T spared from here. Okay so Mueller heat capacity C. Is equal to minus of Alfred. Were big temperature T. So this is the relationship between molar heat capacity and temperature. Okay now for the part B we have to calculate the amount of heat transfer queue. So it is given by interrogation from He went to temperature T. two and um U. c. d. T. Okay so interrogation from temperature T one T two newest one and C. Is from here minus of Helford. Where we temperature team regular duty. Okay so we can solve the situation so we will find that heat Q. Will be equals to the alpha Ellen of temperature T. Even divided by temperature Tito. So this is the answer for the part B. Okay, now solving for the part C. In which we have to calculate the work performed W. So from the first law of thermodynamics you it is equal to delta U plus work W. So you is alpha Ellen. Even the verb a temperature T two plus delta U, which is internal change in internal energy. This value will be equals two new cV duty, that is T two minus temperature even plus work done W. And this new equals to one. So we get from here bogdan W. It is equal to the alpha Ellen of temperature T. Even the verb. It temperature T two minus or plus cv temperature T v minus T to okay minus N has been declared here. So this is the answer for the part C. Okay, thank you.

Hi everyone here it is given DP upon the edge It's called U -U. in two G. But ps seeing too road to the power end see is constant. So D. P. Upon the rope. Do you pee upon the Euro candidate. NscN wrote to the power and minus one say a question too from guests lobby can right piece called road times are upon them. And to do so from a question too P. You can right see the road to the power end it's called to rho times are upon em into T. Or temperature. You can write T school too am upon our see into our to the power and minus what differentiate differentiating. Mhm. Complete respect to roll you will right am upon our and to see and minus one road to the power and my next stop. This is rue not our let me correct. Yeah so duty upon D. H. You can write duty upon dear. Oh into do you know upon DP. Yeah and do do you pee upon D. H. So duty upon D. H. Becomes mm upon art and to see and minus one But wrote to the power and -2 into born upon C. N. Route to the power and -1 Into mine is low in two G. Hence finally rate of change of temperature with stuff that you will get minus MG and municipal upon and into our that's what thanks for watching it

In the problem we have 56. And this is yeah it is gen X get works. Get three X. Get your necks. It's two weeks is tricks plus if one X after works three X gen X G networks. GTX H one X. HdX history X plus. If you're next afterwards after the X. And the one x. Networks G three X H one X H two x. and three x. No further. We have fds a. And this equals two. If one yeah. Have to wear after a year. Do you want to G two A. Gayatri? H one A. It's too good. Is three. Okay. And these are reputed To two times more studies if one A. Have to A F three given a and geeta, Geeta A 20 H two A. It was today glass if one after where have today do you want to? They were the tree H one A H two A is three. Now this equals to zero plus zero plus zero which is equal to zero. Since F R A Is equal to zero. G R A is equal to H R A. Is I mean this equals to 04. All the times that is if R0 gr hr is also zero For Article 1, 2 and three. So we have this as the answer to the problem


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