5

The re enle Iunciicn Rix) and Ine cost fnction Cix) (or particutar producl are gived, These lunciion: Rix) Z0ux - X:Cix) 5600;0212100fortha specified range Of vaues...

Question

The re enle Iunciicn Rix) and Ine cost fnction Cix) (or particutar producl are gived, These lunciion: Rix) Z0ux - X:Cix) 5600;0212100fortha specified range Of vaues Fnd Ihe QumdetIhal must produced Eea7 evenThe narulacilter Musi ProdlceUn4s break evenvald

The re enle Iunciicn Rix) and Ine cost fnction Cix) (or particutar producl are gived, These lunciion: Rix) Z0ux - X:Cix) 5600;0212100 fortha specified range Of vaues Fnd Ihe Qumdet Ihal must produced Eea7 even The narulacilter Musi Prodlce Un4s break even vald



Answers

(\Lambda): Lead, tin and bismuth can be purified by liquation methed. (R): Lcad, rin and bismurh havc low melring poinr than impurirics.

Hello. This is the question # five. This question is still there considering linear of to win ions of alternative charts plus Q. And the minuscule with their repulsive potential energy every er in between nearest neighbors we'll get to hear we have to consider support. This is the one they transfer mind and this is plus Q. Charge. And here there is another so it is minus Q. And it'll also mine rescue and then plus Q and then minus Q. And then plus Q. Similarly on this side, this is plus Q. And my rescue and understands support. This is the reference point. This distance is our and understands between each point that these are. And here we have two. So that the relevance of prison uh uh Course of energy is represented by -2 and Kiska Island too. But you are not 1- and by you. Okay let's write down the formula 40 energy. So this is for art is solution and we have the positive energy that you are Article two and it is for the two in system. Hence this is stewing and a by our power and minus you scared by are submission. Am is equal to well infinite fineness 12 our M bye. And this is uh this person is because of some repulsive energy support here. If he suppose this is the reference point then uh this and this and there will be attractive force and here they but they also attractive force. But when you count this one and this one that they will be the person and similarly there will be people and you add this all the energy then you will get like this expression and here this is known as the meddling constant and the value of this Yeah minus one am They were my amP is is Ellen too and this is known as the alpha and Madeline cost and yeah and oh okay no substitute this world here then you will get you our political too. Um a powerful upon part of a hand minus Q. Is square by our And then to this is the expression for the because your energy now for the equilibrium the clinton distance are not. This analogy will be minimal that means and on and you call to are not this energy will be in manure and tell you by dlr at our logical to Are not will be zero. Not differentiate this the question you will get my aunt when and here this will be miners and a upon Our power and plus one minus here he square is porcelain to his horse stand you square alan two and here -1 upon art that is it is -1 upon it scared physical too zero from here this is this negative. This negative is outside That is too And and the upon our power and plus one. And we have to see if there are radical while not that are not but he also are not. And this man is outside this under minus he scared Alan too is equal to the hell that means this and new baby. Yeah I want to do is missing the best are not square and their pawn these companies are not about end into are not logical to. This person will be scared and in two different way are not despair in this scared to discuss potential then it will be any body. Uh Oh Lord. How about and is it going to is square Ellen to buy. I'm not we have to find out this expression. A pawn aren let's There was this one that means hey upon are not power hell physical too. He was scared Alan to defend by and I'm not does that are critical to our not The energy is given by. That is you are not physical too From the 6% to win. And he bob extract the same occasion minus he square by. RL into he scared by are not. And then to another subsidiary developed this So this is two n. This is key square Ellen to develop by and are not minus U. Squared Ellen to the world by are not. Uh huh From here he can take common this key square his Karen too he is fair and then to develop by are not and it will be will upon and minus one on you are not physical to minus school in he square Ellen to divide by are not and here Because we have taken minus this side and this will be 1 -1 by Yeah, On the city's coalition 40 party. Yeah, no, it's barbie. The question is here there. Yeah, if the crystal be compressed Okay says that or not. She needs to And not the clearing position that is 1 -1 delta new position so that the were done in compressing influence of the question As the leading to one upon that means W. Is equal to help see you'll discover and see the sun expressing that is he is even by and minus one do you square Helen? Who by are not. We have to find out this burden in compressing this Are not too are not 1- left. Now sure to hear we have to find the length of the christian and his total and length of the christian hell is difficult to because it is a doing system than it is to men Times, uh Not and the Weldon, no welcome to hell in confessing crystal is Yeah, there was no physical too. Delta. You buy total length. That is delta, you buy who? And That is some of this question # one. And this is a question # two. Now we have to find out this change Cindy energy. Yeah. Do we have, you are not minus north delta. That means this are is replaced by not one minus delta. This energy can be experienced as you are not plus of there to you. My delegation squared at are not into uh, not delta square. And so and when you finally change the energy delta, you physical to you are not minus are not linda, delta squadron minus. You are then you will get one upon to approximately there. Do you buy Mallory square into are not delta square. So this is jen to you act or physical too. I am not enhance. The work done is given by half delta. You buy delta are square at are critical to our not into her non delta square divided by um uh no. And this is a question number three. Now let's find this volume. They'll do you buy that are scared that are critical to our not to be him daily. You by Della Physical do to N minus and a by our barbara and plus one plus he was square bye. Artists care Ellen too. I heard education from here because we have calculated this derivative and this is the expert sent to win minus and head when they are not N plus one minus U squared this minds man is here there's plenty scared, too scared and too by are not scared. Now again differentiate this with respect to our and substitute are in spiritual or no and then to you by Della is square physical to to win and it will be minus and An end plus one okay upon our power and plus two and here it will be minus Cookie Square Ln two divided by are about three. It's on this occasion it is substitute first eligible to are not it is to end and minus we can take minus outside. Yeah and here are not curious that's all this first and and plus one and here and right this like this are square and doubt are hell minus. A minus is common. That is it is two Key Square Ellen too. No and by thank you. Now substitute this value a by Aaron from the situation by uh then is the skis Karen to buy are not then let's obsession this value here it will be minus to win. And and plus one upon hardly square. And this value is you spare. I learned to different way and sorry this is are not are not are not and not bless two Key Square L. Into the world by uh cute. Yeah there's some problems in the negative sign. Okay so this is negative because the menu defense with this one then it this sign going to be positive. Dance who is positive and it is negative. No this is but in this sign is negative. The sign is negative. Okay. No this end to end cancel here. Uh this animal so positive then it will be too. And And this is and plus one. Yeah. Do you scare Ellen to divide by? Are not you minus to you scared Ellen to them when they are not killed. Now we can take this common key square. Ellen to buy are not killed. That is two. And You scared Alan two different by not you. It's common not here It is n plus one. I hear it is managed to then it will be and manage them. That means Dell do you by Mandela square uh are eligible to are not is to end you scared Ln two even by two and minus one. No substitute this value in equation. Yeah. T that is harmful to you by in Alaska the chinese. Mhm. Uh huh. And the value of this India double dedicating unless sorry this is all not cute. Yes we do it again. Mhm. And this is the world of this then. Do you cool and use fear Ln two and minus on they will buy are not you And here are not delta square one more factories here. And the total land that is too and are not who will win are not. And solve this that it is are not four and this is so it will be and these two pencil and in this our notice squared when I know discard cancel then we're done will be. Mhm. This and minus one Q square alan too. And this will be dealt I square developed by are not scared we are not canceling that. It is two and this And two and cancel. And these are not. There's two powers can sit here. Only one power left. This will be two. Uh not square. And that means download logical to you. Don't lose your cool too. Uh huh. C delta square. Yeah. Mhm. We have uh C. Is equal to. Okay This value that is N -1. Mhm. Queues. Go ahead. Ln two they went away. Are not. Is the solution for the party? Thank you.

So what discussion we don't still have. If this expression for the total potential energy to find what is the force that is accepted what I own, the force we know is related to potential energy by negative you d r She did in this case, if you were to differentiate, this gets negative. Help, uh, square off for scrap plus B types em over our tip off and plus one. So this after differentiating no Eddie equal book point, That s where are those? Two are not equal billing point. We expect that the net force acting on the iron must be, uh, zero. Right? So that it is It doesn't move right. So it's in the group. So if you want to find what is unknown, be we can actually get set ethical toe cereal When Archos who are not Yeah, try to We arranged to question a bit electrolysis t exhibition. And if you go to were vicious, find what it's b should be to be so far que e square over m times are not and minus what No, associating just very well be into our expression for F. All right, so now we have two different Ask one are not which is a constant the liberal spacing if our which is to be favorable. So now we can simplify the expression for force a bit from Hugh by opening only broadcasts and organic common terms, which is l far kiey Square. Well, for, uh, Oscar? Sure. Yet one minus. Uh, not over Are to the poet off and minus what? Which is the expression that is given a key question. Right you have to do here is you just had to pull out our square from this. This just r squared times our tip off and minus one, right, So that we can combine these two together. I know it's over our to pull a minus one. No foreign export this question. Ah. Want to you mentioned debts. The story is not displaced by small distance s. So basically be looking. It's are becoming are not plus some small distance s right from the group in point. They want to find what they see force that respecting on it. So this t expression No, since are not So you are. It's no given this, uh, not us. If can actually be Please are not. Yes, uh, minus s. So this would be Come, just focus on this here. Or rather, let me just focus on the, you know, record this. We just ar minus s over our po off a minus one. Just one minus s. Or because this is very, very small. Small, much smaller than our. So we can use the binomial expansion for this undergoing binomial expansion. Take e TEM Just negative s over our I want to buy t pol minus one thus so I don't so far right, but we ignore the higher power terms. We just truncate Eddie. Second took So it's just an approximation course Os my is much less than our. So this term is very, very small. Less than what? So we can't use the binomial expansion putting that back into the expression for force commission, but first becomes negative. Feel far square for Oscar one minus one plus S o. R and minus one. This becomes l far negative. L far, kid, You square off square times. Yes, over our tires and minus one. We have inching this a bit gets But if so far when it's one times this, so we But it's our O s. It's very, very small. So our is actually can be approximated s are not. Of course, this is very, very small. So this is approximately just negative Off k square are not cute times a minus one times Yes, we see that this is kind of flighty coleslaw where this is our spring constant K and SST small displacement. And this K is indeed what is given Indie question might be one k to be this key off e squared about Don't square so they are not cute. Time say much one. So now we're gonna put some theoretical values into this expression to find the figures, your vibrations, vibration we can assume because it is a small displacement, it acts like a simple human emotion. So what if because he just goes to, uh, one over two pi time skirt off k over him. So the K value, as described earlier, is self r K square. Cute him with this one, you had to find ways on what's so from the figure 38 0.2. We actually see that the inter atomic distance between sodium, sodium ions in the Sudan. Correct. Uh, crystal is your 0.56 to 737 centimeters. This between sodium and sodium. But what we calculated the are not we sure is the distance between sodium and chlorine. So approximately we have one chlorine with one saw him. So approximately half way between would be the chlorine UK, right? So we expect the sisters for are not to be about half that's office distance between the sodium ions. So there's approximately 0.2 it one for Said promised night. It does so using this, we can actually calculate Uh, okay, this stiffness constant bringing El Far to be 1.7476 Que is just a point I know Stand up all night elementary, church squid If you are not to point it One step pole off my s name. Cute. So it is 20 times for minus 10. So you should start the decimal point by one. So this understand? Cute. And then we have m minus one where m is eight. So it's minus one. You should get a constant about 1 to 7 insurance per meter. You know, we really find the frequency one of ah pie. Then we have 1 to 7 at the top and we have to mess below I. So far, the mess of the sodium ion is 20 tree atomic mass units. So we've got a competition. 2 kg? No. If they think this, we should get 9.1 its extent off shelf huts.

Problem is referring to Exercise twenty seven will now suppose that the production's fixed at be times out ofthe skate Woman's Al five Secret Q. Where. Q. It's a constant. What? Wallace of l and came many mice a cost function. I'm Elle Plus. Okay, so you fitted. Note ji, Is there going to be? How far? Hamsa Cato One, minus alpha. My third of LaGrange. More clears. Have great into. See? Yes, he could. Now I'm done. Toms Garrido until she I'm ji is equal to you which become I am called London Times Alfa. How? Half a month's one times. Okay, Two one minute stuff and we could Lambda one minus alpha. How's Bea? How's out? Off our have skated to offer into elective offer then And also Ji Seok will be hell to Alphonse Tram Skate one minus alpha this week or two. Hugh, from the first two equations. One you want to We have, um over in. Yes, because you off over one minus alpha terms. Hey, over our So we have came. Um Times one, minus alpha times l over end half and plugging. Tio Christian three self l We have our physical. True. You over. Ham's far over. Um comes one month off the power of one man's offer. Okay, from here we have K. It's the call to you over Times staff are over, um, counts one month off to the cover off. Negative offer. So if the meanwhile you off say insists it can only occur went out is equal to you. Overpay tams are far over and have one minus alpha to the power of one minus offer. And the cave is equal to cure our P hams. Alfa over AM times one minus offer the power ofthe next bath.

In this problem, I'm writing the reaction. Just look at it carefully. Any energy for at be your ford four H two will react to form any and at four at people for plus four as to and and ME energy for add bill for will react to form and the beauty plus an STD plus as to So according to the option. In this problem option. See each correct. Was there not that we have any Beauty which reacts with metallic oxide to give colored or to post fails.


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