
6. The Δ° values for Ru(H2O)62. and RuCl63-are nearly the same. Is this consistent with the...
Question #6 Given the following logk values SO2- + H+ + S + H2O logk-6.03 130.2- + H+ + = H,S() + H20 logk 5.25 SO2- + H+ + = HS + H2O logk-4.25 Sw) + H+ +e- = H,Sw logK-2.89 H+ + = H2(8) logk-0.00 pka2 H2SO4 = 2.00 (note pka is completely strong for sulfuric acid) pka1 H2S = 7.00 (you can ignore pka2). label the pe-pH diagram and determine the equations of the 7 lines. a 0...
please help with 2, 4, 6. thanks!!
Activity 4: Observations and Interpretations NHCl(s) + H2O(l) + NH(aq) + Cl(aq) 1) What did you observe when you added the concentrated HCl solution to the saturated solution of ammonium chloride? White crystal precipitate formed 2) Interpret the observation in 1, in terms of the equation given above and LeChateliers Principle. 3) What did you observe when you placed this test tube in the boiling water bath? By adding heat, the precipitate went...
CAN YOU EXPLAIN HOW THEY GOT
THIS TABLE AND DO JUST SHOW HOW THEY GOT A FEW OF THOSE VALUES?
Consider the function f : S, Z, given by -( β γ δ κ 0 1 01 0 1 εα To show that this mapping fis homomorphism, one must show that for all choices of a and b in S3 . Since f()-0, it can be seen that ε x)-f(x) Use the same steps for the compositions of remaining elements...
Coding for Python – don’t need it to be complex: In this assignment, your goal is to write a Python program to determine whether a given pattern appears in a data series, and if so, where it is located in the data series. This type of problem is common in many health disciplines. For example, identifying treatment pathways. The goal is to detect whether a certain pattern appears in the data series. In the following example, the pattern to be...
LAB DESCRIPTION: In aqueous solutions the Ni2+ cation forms a complex ion with 6 H2O ligands. The formula of this complex ion is: Ni(H2O)62+. When this complex ion is mixed with aqueous NH3 a reaction occurs where some of the H2O ligands are displaced with NH3 ligands. But how many of the H2O are displaced by NH3? In this experiment you will mix nickel(II) sulfate and aqueous ammonia to synthesize a compound containing a complex ion whose formula is Ni(H2O)6-x(NH3)x2+,...
Just #6 please
How do your values as calculated in item 4 differ from the value that you calculated using the FCF method in item 1? Explain your responses. What are the main challenges and difficulties in finding a value using the FCF method of valuation for a startup that has little historical data? What do you do to value a startup using the FCF method of valuation? Explain in needed details. (As far as grading is concerned this question...
6) This question is part of Exercise 3-4 on page 62 of CLRS, but the letters aren't all the same. Answer TRUE or FALSE for each of the following statements. TRUE means that the statement is TRUE for any asymptotically positive functions f(n) and g(n). Otherwise, answer FALSE. You don't have to Prove or Disprove these statements... but you should learn how to do that. f(n)- O( g(n)) implies g(n) O( f(n)) b) This is part a in Exercise 3-4....
Birdie Bogey Double Bogey Par Strokes Round 2 3 364 198 654 391 94 62 1,653 824 346 731 113 1,604 196 396 53 832 The accompanying table summarizes the performance of golfers in a tournament. The table shows the number of holes in each round completed in fewer than the allowed number of strokes (birdies), at the allowed number of strokes (par), with one extra stroke (bogey), or with two extra (double bogey). Only players who score among the...
Answer all biochemistry questions asap
6. Deficiency of glucose 6-phosphate dehydrogenase (G6PD) is the most common human enzyme deficiency. a. How would the amount of NADPH in a person with a G6PD deficiency compare with a "normal" person? b. How would the amount of oxidized glutathione (GSSG) in a person with a G6PD deficiency compare with a "normal" person? c. How would the RBCs of a person with a G6PD deficiency be able to handle oxidative stress compared to a...
6. (11 marks). Students sometimes compare different instructors teaching the same course and claim that one instructor is harder than another. The Department of Mathematics at the University of Kazoo decided to test this claim. They asked two different calculus instructors, Dr. Reimann and Dr. Poincaire, to prepare final exams and 20 volunteer students who had already passed calculus with other instructors to write both exams (one in the morning and one in the afternoon). The students grades were then...