Question

In: Physics

From ?b = nˆ ?P = nˆ ? (??0 E), prove that ? = E0 E...

From ?b = nˆ ?P = nˆ ? (??0 E), prove that ? = E0 E = 1+ ? either using capacitor arrangement or Gauss’s law and D = ?0E + P .

Solutions

Expert Solution


Related Solutions

For the following reaction: Ni2+(aq) + Co(s) ⇌ Ni(s) + Co2+(aq) a) Calculate E0 (E^0) b)...
For the following reaction: Ni2+(aq) + Co(s) ⇌ Ni(s) + Co2+(aq) a) Calculate E0 (E^0) b) Calculate G0 (delta G^0) c)Calculate K d) If you start with 10.0 g of Ni and 10.0 g of Co in 100.0 mL solution (containing 1.0 M solution of CoCl2 and 0.0000100 M solution of NiCl2 ) which way the reaction will move toward in order to reach equilibrium? e) Calculate the G (delta G) for the reaction in part d. f)Calculate the equilibrium...
Using the axioms of probability, prove: a. P(A U B) = P(A) + P(B) − P(A...
Using the axioms of probability, prove: a. P(A U B) = P(A) + P(B) − P(A ∩ B). b. P(A) = ∑ P(A | Bi) P(Bi) for any partition B1, B2, …, Bn.
Find 3 definitions of e. Prove they are equivalent (transitivity: a=b, b=c, and a=c) prove the...
Find 3 definitions of e. Prove they are equivalent (transitivity: a=b, b=c, and a=c) prove the 3 defintions of e are equivalent.
Let p be an integer other than 0, ±1. (a) Prove that p is prime if...
Let p be an integer other than 0, ±1. (a) Prove that p is prime if and only if it has the property that whenever r and s are integers such that p = rs, then either r = ±1 or s = ±1. (b) Prove that p is prime if and only if it has the property that whenever b and c are integers such that p | bc, then either p | b or p | c.
prove p(aUbUc)= p(a}+P(b)+p(c)-p{ab)-p(ac)+p(abc)
prove p(aUbUc)= p(a}+P(b)+p(c)-p{ab)-p(ac)+p(abc)
1.) A)The P/E ratio of stock A is 25. The P/E ratio of stock B is...
1.) A)The P/E ratio of stock A is 25. The P/E ratio of stock B is 45. Their expected returns are the same. Why is the P/E ratio of stock B higher than that of stock A? B) The P/E ratio of stock A is 25. The P/E ratio of stock B is 45. Their expected growth rate is the same. Why is the P/E ratio of stock B higher than that of stock A?
If p,p+2 are twin primes, prove 4((p−1)!+1)+p≡0 modp(p+2)
If p,p+2 are twin primes, prove 4((p−1)!+1)+p≡0 modp(p+2)
Suppose X ~ Bernoulli(p), such that P(X=1)=p. Find the following. a. Find E[e-2X] b. Find Var(e-2X)...
Suppose X ~ Bernoulli(p), such that P(X=1)=p. Find the following. a. Find E[e-2X] b. Find Var(e-2X) c. Find E[6 – 4X2] d. Find Var(6 – 4X2)
Prove the Following: Where a and b are constants. a). Σ(?−?̅)=0 b). Var( a + bX)...
Prove the Following: Where a and b are constants. a). Σ(?−?̅)=0 b). Var( a + bX) = b2Var(X)
Prove using only the axioms of probability that if A and B are events, then P(A...
Prove using only the axioms of probability that if A and B are events, then P(A ∪ B) ≤ P(A) + P(B)
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT