I had already asked this problem, they solved it like this, I would like you to explain to me why you solve this problem in this way, to explain to me step by step each line of the solution and its theoryTHANKS!!!! Solve step by step pleaseTOPIC: ATOMIC PHYSICSUse as an example the cases of the filled subshells of configuration ns? and np to illustrate, by calculating in detail with theangular momentum addition theorem, that the total orbital angular momentum of all electrons for each of these filled subshellsis L = 0 and, likewise, that the total spin of all electrons is S = 0 An taample the Cuses af the filled subshells afContiguration.O ns81= 1½82=リ, ろ-1,0Iso8=0JsoJ=18=1mst caCrofsfonding &tate are351SこoラJニ。NowLooSocorgsponding StateIsogoLco(2)this Sub&hellis the Complet filledComplet filled SubshellContiguration mpsele ton icspectrog Copic termIsoelectronic Contiguration.Compilete filled Sihghell 8, mound lacls, always

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Answered: Use as an example the cases of the…

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As we have been slowly discovering more and more about the atoms we have encountered several different models of the atoms. All of these models have issues. One of the most common issues is the scale of the subatomic particles. Like the image below The proton in this model is too large. Given the following measurement, how many protons would need to set side-by-side to to equal the width of a hydrogen atom? The radius of a proton is 0.5636 fm (Femtometer). The diameter of a hydrogen atom is 7.5 Angstroms. must be written in Scientific noation.
Please answer #1, thank you!!
I'm not sure how to solve this equation! Also, how can I solve for the f value alone? Thanks!
please help me with this problem. ASAP! show complete and explicit solution. do not skip any mathematical step
SECTION 4-3 DeMorgan's Theorems 9. Apply DeMorgan's theorems to each expression: (a) A + B (e) A(B + C) (f) AB + CD (g) AB + CD (b) AB (c) A + B + C (d) ABC (h) (A + B)C + D) 10. Apply DeMorgan's theorems to each expression: (a) AB(C + D) (b) AB(CD + EF) (c) (A + B+C + D) + ABCD (d) (A + B+ C + D)(AB CD) (e) AB(CD + EF)(AB + CD) 11. Apply DeMorgan's theorems to the following: (a) (ABC)(EFG) + (HIJ)(KLM) (b) (A + BC + CD) + BC (c) (A + B)(C + D)(E + F)(G + H) SECTION 4-4 Boolean Analysis of Logic Circuits 12. Write the Boolcan expression for cach of the logic gates in Figure 4-55. FIGURE 4-55 D B. (a) (b) (c) (d)
numbers 3 and 4 with full solutions please.
The answer for this problem would be "C" but could you explain me why? The reason for this is to understand this kind of problems in the future not only this one.
Please walk me through the solution using variables, not the given values.
2. 3. 4. Show a comparison of the masses of the three subatomic particles using a bar graph. Refer to Figure 2 in the next page, assuming that the first bar represents the mass of the proton; draw the bars to represent the masses of the neutron and the electron. Take note that the masses are expressed in the -28 exponent. This time, using a pie chart, show the proportion of the masses of the subatomic particles for an atom composed of only 1 proton, 1 neutron and 1 electron. A seesaw can show a comparison between two masses of an object. A seesaw goes up and down depending on the mass it carries on each side. Q4. How does the mass of the neutron compare with the mass of the proton? Using circles to represent the particles show the comparison by drawing a seesaw with the particles on it. 5. Q5. How many electrons should be placed on one side of the seesaw to balance it if the other side has 1 proton on it, like the one shown below? Write the number on the space provided in the…