Justify your answer in terms of Kirchoff's Current Rule for both. 1) Consider the circuit shown below. Note that this question is not identical to the similar looking one you answered inthe prelecture.2Rv=2RWhich of the following statements best describes the current flowing in the blue wire connecting points a and b?Positive current flows from a to bPositive current flows from b to aNo current flows between a and b 3) Consider the circuit shown below.2R4R2R4RCase BCase AIn which case is the current flowing in the blue wire connecting points a and b bigger?Case ACase BThey are the same

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Answered: 1) Consider the circuit shown below.…

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Consider a proton confined within typical nuclear dimensions of 5×10^(−15) m. Estimate the minimum kinetic energy of the proton. Repeat this calculation for an electron confined within typical nuclear dimensions. Comment briefly on the physical significance of your results, given that the nuclear binding energy for a proton is typically in the range 1−10 MeV
Interesting... I already recieved confirmation that for #11, 2 is the correct answer. And when I submitted 4.10 for #12, that was marked incorrect. All the other answers were correct, so thank you very much for this. I have submitted this question many times and everyone keeps giving me wrong answers. You were the first to give me correct answers. Do you know why 4.10 would be marked incorrect for 12 and why #11 would be correct with an answer of 2?
Model the effective potential seen by the least bound proton in the nucleus as a square well with depth Bn inside the nuclear radius R, plus a repulsive Coulomb potential from a uniform charge distribution of the other protons inside the nucleus. Estimate Br for 209 Bi (mass number A = 209 and atomic number Z = 83), the largest stable isotope. How is Bn related to the depth of the nuclear potential Vo? Hint: The electrostatic potential a distance r from the center of a uniformly charged sphere of radius R and total charge Q is given by: for r < R. Q V = (3R² — r²) 8πTEOR³