5

Question 8 (2 pts): How much charge must be carried by the inner sphere in order for this potential difference to be reached? Replace this text with your answer:Que...

Question

Question 8 (2 pts): How much charge must be carried by the inner sphere in order for this potential difference to be reached? Replace this text with your answer:Question 9 (1 pts): If the experimenter does not want strong electric fields to exist outside the outer sphere, how much charge must be carried by the outer sphere? Replace this text with your answer:Suppose two deuterium ions approach each other head-on in the space inside the inner sphere:BeforeDuringminQuestion 10 (2 pts): If each ion

Question 8 (2 pts): How much charge must be carried by the inner sphere in order for this potential difference to be reached? Replace this text with your answer: Question 9 (1 pts): If the experimenter does not want strong electric fields to exist outside the outer sphere, how much charge must be carried by the outer sphere? Replace this text with your answer: Suppose two deuterium ions approach each other head-on in the space inside the inner sphere: Before During min Question 10 (2 pts): If each ion has an initial kinetic energy of & x 10-15 J and the ions are momentarily at rest in the "during" phase of their collision, how close do they come to each other before either rebounding or fusing? (i.e. what is rmin 2) Replace this text with your answer:



Answers

Identical point charges $q_{1}$ and $q_{2}$ each have positive charge $+6.00 \mu \mathrm{C}$. Charge $q_{1}$ is held fixed on the $x$ -axis at $x=+0.400 \mathrm{~m}$, and $q_{2}$ is held fixed on the $x$ -axis at $x=-0.400 \mathrm{~m}$. A small sphere has charge $Q=-0.200 \mu \mathrm{C}$ and mass $12.0 \mathrm{~g}$. The sphere is initially very far from the origin. It is released from rest and moves along the $y$ -axis toward the origin. (a) As the sphere moves from very large $y$ to $y=0$. how much work is done on it by the resultant force exerted by $q_{1}$ and $q_{2} ?$ (b) If the only force acting on the sphere is the force exerted by the point charges, what is its speed when it reaches the origin?

Oh hello. So for the twist to this fear the two states that are connected. Uh huh. The field is given by one of the four by you. Note Q. What About Our School 1? And the potential as all over 45 absolute mint Q. And a mm. Without charge. Q. Is the some of the charges Q. On. Thank you too. And a voltage we'll get the same 42 charged. Yes. But it's just the yeah. Now the fact that the voltage on the two faces equal leads to This conclusion that Cakey one over Iran equals K. Q. To R. Two. So Q. one or 2 I think Rose Q. Two. All right. But we can write queue to us. Capital cumin is Cuban. So this is a mass. Capital cumin is Cuban. Everyone. So remember that Q. two equals Q minus Cuban. That is what we have put here. So we can then make substitutions for he wanted you to Q. On any clothes. I run over uh R. one plus R. two. Human. And cute too echoes. Q. R. Are two of a Byron plus R. two. That is in trying to make you want to take you to the subject in this expression. Mhm. Mhm. All right. Let's give the some of the queue here. You know in see we had to write expressions for Mhm. Think shop to be one. It was one of the 45. Actually, I'm not Q. One over everyone. And that becomes cute over. Bye. Absolutely not. uh I one plus uh to that is substituting for Cuban from here. This woman is Cuban and that is if you want are we too equals one of our four By absolutely not a clue to give me a substitute for Q two And I'll give us key one. Uh huh probe. I absolutely not Iran plus our cube. And you can see that in the end v. two. It grows. Do you want Okay. 3 3 calls. We want our sweet uh stated here when he calls me too. Be one expressions for the few. You only called R. One, Jericho's Cuban. What are absolutely not of Argon? Yeah, I want last hour two. Yeah. & E two equals get to over. I'm sorry. This is multiplying. Okay. So and that is you go to the bar to musical to Cuban. Uh Our 245. Mhm. Okay. Oh all right. Yeah. So that is all for this question and thank you for watching.

Hi in this given problem center to center gap between the small spears. George spears, It's given us air r. is equal to 1.5 m. Suppose the identical charge over them over the spheres is you and the force experienced between these two spheres has given us to Newton. So using columns law, which says the force between two charged bodies is equal to a physical too one upon 4 by excellent. Not Into Cuba into Q2, but the charges seem so it will become cues square divided by our square Plugging in all known values here. For the 4th disease to Newton is equal to 1.4 pi epsilon not which is having a value of 19- 10. They should part nine. Newton meters square per dulami squat into Q square, which we have to find Divided by the Square of Distance, which is 1.5. Meet your square cancelling is Newton by newton and meters square by this meter is Squire. Finally your disk, you Squire Comes out to be 5.0 Into 10 for -10. The charge is given by the square root of 5.0 into bandage par minus stan ulam, which may also be given ass 2.24 Into 10 days AR -5. The charge given to each still. And this is the answer for this. Given problem here. Thank you

We have foot and she is given by 1/4 pi epsilon. Not you Over are now the infinitesimal genuine potential Energy will be given by we know time stick you It was 1/4 Pi epsilon not He'll dick you over our So you equal in traditional do you? It was run over for by s are not our intuition off cubic you huge and drop zero Duke You will be given by whatever four by after not our half Que is glad equals que school over 85 Absolute nor are on putting all the number seen have you to be do 850.3 times 10 to the native protein

For this problem on the topic. Off capacities and die electrics were given a solid conducting sphere of Radius, Capital R and Charge Cube. We want to calculate the electric field density inside the sphere so at a distance less than the radius and then outside the sphere at a distance greater than the radius. We also want to calculate the total electric field energy associated with the sphere. And we also want to explain why this this result can be interpreted as the amount of work that's required to assemble the charge on the sphere. Lastly, we want to show that the best INS is as given in the problems stated now. Firstly, we need to know that for a Southern conducting sphere of Radius R, the electric field is zero. Anywhere within the sphere on the electric field is Q over four pi excellent r squared anyway outside this year, so firstly, any distance are is less than the radius. So within this year we have the electric field density you, we know, is defined as a half times absolutely not. Times the electric field square the square. And since electric field is zero with this fear, electric field density is zero now for part B will do the same for any distance outside the radius of the sphere. Are is greater than capital are. So we have the electric field density again. You is a half absolutely not E squared, which is a half absolutely not. Into the charge. Q Divided by full pie, Absolutely not. R squared all squared. And so we get the clear energy density to be que squid over 32 pi squared. Absolutely not are square. And that's our electric field electric energy density anywhere outside the sphere. Now for part C, we want to calculate the total energy sources associated with electric fields of the total electric field energy, which is capital you. And this is simply the integral off the energy density over the volume. Now we know we can write Devi as four pi r squared the art So this integral becomes four pi, which is a constant times the integral everywhere outside this sphere. So from all to infinity, off r squared times you they are. And if we saw this integral, this becomes Q squared over eight pi absolutely not times the integral from our to infinity off the are by R squared and some things into go. We get the total energy the total electrical electrical energy associated with this fear to be a Q squared over eight pi. Excellent. Not times the radius off this year, Capital are, and that's the total energy associated with electric field. Now we want to show that this energy, calculated in part C he's actually the amount of work that's required to assemble the charge Q onto the spear. Now we can see that this energy, the total energy you associate electric field, these Q squared over a pie. Excellent, not times are, and so this energy is actually can be written as a half Q. Squared times four pi Absolutely not our, which looks familiar because this is the energy required to assemble all the charge into hysterical distribution. Note that we have to be aware of double counting, so this factor off half in front off the potential. The familiar potential energy formula for a charge Q and A distance are from any other charge Magnitude Cube. And so this is essentially the work done in assembling the charge onto this fear. Now, finally, we want to calculate the capacities. We went to find that the capacitance on this fear is has given as the problems stated. So we know that the energy you associated with electric field is Q squared over twice the capacitance to see. And from above we said You is equal to Q squared over eight pi. Excellent, not times are so Therefore we can see by equating these two expressions and rearranging, we get the capacitance C to some TV for pie. Absolutely not. Terms are as the quiet.


Similar Solved Questions

5 answers
Stcady wind blows Lite duz #EsL The kite' $ height abov ground from horizontal position = = 0 30 feet given by the y=l(r /9' Find the distanee traveled by lhe kile.Fiad the work done vhen cable that %eighs pordsp: fcct ig used to Jia &00 pounds of coal uP a mineshan SC0 feet deep.
stcady wind blows Lite duz #EsL The kite' $ height abov ground from horizontal position = = 0 30 feet given by the y=l(r /9' Find the distanee traveled by lhe kile. Fiad the work done vhen cable that %eighs pordsp: fcct ig used to Jia &00 pounds of coal uP a mineshan SC0 feet deep....
5 answers
(10 points) Let g(t) be the rectangular pulse shown below: The random process X(t) is defined as X(t) Ag(t) , where A assumes the values +1 or -1 with equal probability:(a) (5 pts) Find mx (t). (b) (5 pts) Find the autocovariance function: Cx(t,t + d),d > 0.
(10 points) Let g(t) be the rectangular pulse shown below: The random process X(t) is defined as X(t) Ag(t) , where A assumes the values +1 or -1 with equal probability: (a) (5 pts) Find mx (t). (b) (5 pts) Find the autocovariance function: Cx(t,t + d),d > 0....
5 answers
8 Skill BuilderQuestion Help32.6.7concrote walkway around It that is leet wde on all skles- feet longer than Ihe width, find the dimensions of the pooltotu amoathe poul and [ the walkway 950 f? . If thoAbackyard pOOL length of the poolThe langlh ol tne pool [5 leet and tho widih feel: (Simplily your answer Type Intogors decimals rounded lo Ihe noarest hundredth needed )
8 Skill Builder Question Help 32.6.7 concrote walkway around It that is leet wde on all skles- feet longer than Ihe width, find the dimensions of the pool totu amoa the poul and [ the walkway 950 f? . If tho Abackyard pOOL length of the pool The langlh ol tne pool [5 leet and tho widih feel: (Simpli...
5 answers
A geometric figure is given in each exercise. Write the indicated formula. Then, using $x$ as the variable, complete Steps $3-6$ for each problem.The area of this rug is 80 sq. units. Find its length and width.Formula for the area of a rectangle: ______________Step 3: $____________=(x+8)$Step 4: $ x=___________ or $x= ______________$Step 5: length: ____________ units;width: ___________ unitsStep 6: __________ $=80$
A geometric figure is given in each exercise. Write the indicated formula. Then, using $x$ as the variable, complete Steps $3-6$ for each problem. The area of this rug is 80 sq. units. Find its length and width. Formula for the area of a rectangle: ______________ Step 3: $____________=(x+8)$ Step 4:...
4 answers
The following compound can be prepared with an alkyl iodide and a suitable nucleophile Identify the alkyl iodide and the nucleophile that you would use. (5 pts)BrBr2 Name the following molecule: (3 points)3 Which Sw2 reaction will occur faster (faster rate of reaction) Justify your answer using 2-3+ full sentences_ (3 points)NaOEtNaOEtB
The following compound can be prepared with an alkyl iodide and a suitable nucleophile Identify the alkyl iodide and the nucleophile that you would use. (5 pts) Br Br 2 Name the following molecule: (3 points) 3 Which Sw2 reaction will occur faster (faster rate of reaction) Justify your answer us...
5 answers
Why does forward differencing as an efficiency tactic work onpolynomials? Why won’t it work on something like the sin or cosfunction?
Why does forward differencing as an efficiency tactic work on polynomials? Why won’t it work on something like the sin or cos function?...
5 answers
Vis Me " pauticular slution of Ule Uon homopenousy' Jln(3t) | "4Inlsectzt) tin(zth Inlsec( 30) {an(30)iIulsecd c) ungt)[email protected]( 2t) Ln(zt)
Vis Me " pauticular slution of Ule Uon homopenousy' Jln(3t) | "4Inlsectzt) tin(zth Inlsec( 30) {an(30)i Iulsecd c) ungt)i [email protected]( 2t) Ln(zt)...
5 answers
In a population of 600 wolves, the frequency of the recessiveallele for fur color is 0.19. Calculate the number of heterozygouswolves.Please show the steps.
In a population of 600 wolves, the frequency of the recessive allele for fur color is 0.19. Calculate the number of heterozygous wolves. Please show the steps....
5 answers
Evaluate the Riemann sum for f(z) In(z) 0.6 over the interval [1, 3, using four subintervals taking the sample points to be midpoints_M4 =Report answers accurate to places_ Remember not to round too early in your calculations_
Evaluate the Riemann sum for f(z) In(z) 0.6 over the interval [1, 3, using four subintervals taking the sample points to be midpoints_ M4 = Report answers accurate to places_ Remember not to round too early in your calculations_...
5 answers
Safari File Edit View History Bookmarks Window Help3.11 WebAssign Homework[0/1 Points]DETAILSPREVIOUS ANSWERSSCALCET8 3.11.509Find the derivative f(t) sech2(4e')f '(t)8e (sinh? ( 4e' Itanh 4eNeed Help?RandilMatchklQalklo 4 TutorDETAILS [-/0 Points] dlfferentia on page of the notes and rules Text 3.11 24 Use the definitions
Safari File Edit View History Bookmarks Window Help 3.11 WebAssign Homework [0/1 Points] DETAILS PREVIOUS ANSWERS SCALCET8 3.11.509 Find the derivative f(t) sech2(4e') f '(t) 8e (sinh? ( 4e' Itanh 4e Need Help? Randil Matchkl Qalklo 4 Tutor DETAILS [-/0 Points] dlfferentia on page of ...
5 answers
A 2.97 g copper penny has a positive charge of 35.9p1C. What fraction of its electrons has it lost? 2.75e-2Submit AnswerIncorrect. Tries 4/8 Previous Tries
A 2.97 g copper penny has a positive charge of 35.9p1C. What fraction of its electrons has it lost? 2.75e-2 Submit Answer Incorrect. Tries 4/8 Previous Tries...
5 answers
1 Solve the triangle if a-45m b-76m and c-S2mA=B=2. Given the function X+6/x+8, calculate the following values:fla+h)-fla)/h3_ Let f(x)=V2x+3Find: f(xth)-f(x)/h
1 Solve the triangle if a-45m b-76m and c-S2m A= B= 2. Given the function X+6/x+8, calculate the following values: fla+h)-fla)/h 3_ Let f(x)=V2x+3 Find: f(xth)-f(x)/h...
5 answers
21 Bromine has two stable naturally occurring isotopes_ Bromine-79 and Bromine-81. Provide the missing isotope mass and percent abundance of the Bromine-79 isotope given the following information. The atomic mass of Bromine is 79.904 amu: (5 points) Bromine-79 mass = ?222222 amu %abundance = ?222222 Bromine-81 mass= 80.91629 amu %abundance 49.31%
21 Bromine has two stable naturally occurring isotopes_ Bromine-79 and Bromine-81. Provide the missing isotope mass and percent abundance of the Bromine-79 isotope given the following information. The atomic mass of Bromine is 79.904 amu: (5 points) Bromine-79 mass = ?222222 amu %abundance = ?222222...
5 answers
Determine H; and ox from the given parameters of the population and sampla siza.0=73,0 = 18, n = 36Enter your answer in each of the answer boxes
Determine H; and ox from the given parameters of the population and sampla siza. 0=73,0 = 18, n = 36 Enter your answer in each of the answer boxes...

-- 0.021410--