What is the IUPAC name for the following compound?

Problem 2 - Minor Key Here is a list of musical notes, written with flats (rather than sharps): CDb, D, Eb, E, F, Gb,G,Ab. ABb. B, C in the next octave) Observe that not all notes have flats, Le.Cflat is actually B which is not a black key on the piano for instance The harmonic minor scale is composed of the following sequence of steps: Step] [ Step) | Step) [Step] [13 Step] [1% Step] [ Step] For instance, the Charmonic minor scale is C, D, E, F, G, A.B.C. Each musical "half step" is a single step through the list, the name half-step predates computers so you have to forgive musicians a little. The Eb harmonic minor scale is Eb F Gb Ab Bb BDE The G harmonic minor scale is GABb CDE5 GbG Define a list: MUSICAL NOTES - ['c', D\u2660', 'D', 'E\0266d', TE", "Gu2663', 'G', A\u266d', 'A', '\u2660". Note that \u266d' is the unicode for the flat symbol Allow the user to enter starting notes like: "E* or "B flat" or "flat" You will have to calculate the starting note from this, or if it's not a note, for instance if they enter "R" Then display the harmonic minor scale starting at that note, or an error message indicating that it is not a note. When the user enters "quit then stop asking for notes and exit the program, My suggestion is that you break this problem down into parts: 1) Translate the input into the musical notation by creating a Thelper function' which takes as a parameter the user's input and outputs the proper note, meaning it will replace 'flat' with b and remove the space, so that it matches the description in the list of strings. 2) Compute the starting index in the list of musical notes or determine that the starting index doesn't exist because the note isn't a real note. I use another helper function for this purpose. 3) Calculate the scale itself in a slightly bigger function but then return it as a list. 4) Outside of your function, implement a main loop where you will join the answer together and output it. This is generally how programmers think about problems. We attempt to break each problem into subproblems which we can write small functions to solve. Then we put those functions together and get our final results. Sample Output linux5[109] python3 minor_key py Enter a starting note (D. E flat): G GAB CD EGG Enter a starting note (C, D flat): A ABCDETA A Enter a starting note (c, Dalat): A flat A B B D E EGA Enter a starting note (C, D flat): flat There is no starting note R. Enter a starting note (C, D flat): quit linux5[110]\ python3 minor_key.PY Enter a starting note (D, E flat): C CDEFGABC Enter a starting note (C, D flat): D DEFGAB DD Enter a starting note (C, D flat): E flat EFG A B BDE Enter a starting note c, flat): G GAB CD EGG Enter a starting note (C, D flat): flat DEEA ACD Enter at ting note (C, D flat): quit

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Experiment 23 Advance Study Assignment: Determination of the Equilibrium Constant for a Chemical Reaction A student mixes 5.00 mL 2.00 × 10-"M FeNO), in l M HNO, with 3.00 mL 2.00 x 10-1 M KSCN and 2.00 mL of water. She finds that in the equilibrium mixture the concentration of FeSCN2+ is 7.0 × 10 Find K. for the reaction Fee (aq) + SCN-(aq)·n FSC02+ (aq). 1. 5 M. Step 1 Find the number of moles Fe and SCN" initially present. (Use Eq. 3.) IL 1moles Femoles SCN Step 2 How many moles of FeSCN are in the mixture at equilibrium? What is the volume of the equi- librium mixture? (Use Eq. 3.1 IL How many moles of Fe and SCN" are used up in making the FeSCN+ Step 3 How many moles of Fe" and SCN remain in the solution at equilibrium? (Use Eq. 4 and the results of Steps I and 2.) Step 4 What are the concentrations of Fe", SCN , and FeSCN at equilibrium? (Use Eq. 3 and the results of Step 2 and Step 3.) OIL 0.01L 001L Step 5 What is the value of K, for the reaction? (Use Eq. 2 and the results of Step 4) x 10 5 (9.3 x 0.9(53 x K,-142 142.6 ) (continued on following page) 94 Experiment 23 Detemination 2. Opsional Assume that the reaction studied in Problem 1 isFe (aq)+2 SCN (aq) of the Equilibrium Constant for a Chemical Reaction e(SCN), "(aq) Find K, for this reaction, given the data in Problem I. Formulate the expression for K, for the alternate reaction just cited. b Find K, as you did in Problem I: take due account of the fact that two moles SCN are used up per mole Fe(SCN) formed as you carry out the following calculations: Step 1 Results are as in Problem 1 Step 2 How many moles of Fe(SCN) are in the mixture at equilibrium? (This will be the same as in Problem 1.) moles Fe(SCN)2 How many moles of Fel" and SCN are used up in making the FerSCN),"7 moles Fe"; moles SCN Step 3 How many moles of Fe3 and SCN remain in solution at equilibrium? Use the results of Steps 1 and 2, noting that moles SCN at equilibrium original moles SCN -(2 X moles Fe(SCN)2) moles Fe";moles SCN Step 4 What are the concentrations of Fe, SCN. and Fe(SCN)2 at equilibrium? (Use Eq. 3 and the results of Step 3.) M: [Fe(SCN)2+1- M Step 5 Calculate K, based on the assumption that the alternate reaction occurs.(Use the answer to Part 2a.)

[10] 1. Let V be a vector space with dimV = 5. Fix two linearly independent vectors u, EV and set B = {u, v}. Define W :=span B Determine which of the following statements are true/false, Circle the answer that best applies (a) u and v are parallel. True False (b) W is a subspace of V. True False (c) W is a subspace of R5 True False (d) u= (1 1, ..., 15) for some I1, ...,15 € R. True False (e) The set B = (u, v) is an ordered basis for R?. True False (f) The set B = (u, v) is an ordered basis for W. True False (g) W is a 2-dimension al subspace of V. True False (h) W is a subspace of R2 True False (i) For w EW we have [w]B € R2. True False G) (u + U] B = I True False