Can you explain ( in words) the mechanism of the above scheme.
Chlorobenzene, with Na at the given condition produces PhNa (C6H5Na). This follows the Single Electron Transfer(SET) mechanism, generating NaCl as the by product. PhNa then reacts with SnCl4, where Ph- (as a nucleophile) attacks the Sn-center and displaces the Cl- groups one by one, to form the product. The reaction is similar to the Wurtz-Fittig reaction.
Hope that will resolve the
problem :-)
Can you explain ( in words) the mechanism of the above scheme. b=0= 2 Na SnCl4...
Show the starting diene and dienophile you could use to prepare the following molecule: Diene Dienophile>
0, otherwise a. Show that c-120. b. Find P(X, >1/2) c. Find the joint distribution of-X,-X, and ½-X2 . Draw graphs that illustrate the effect of this transformation on the support.
Show mechanism of the following transformation 1. MeMgBr ОMe OH Y LOH OMe 2. HqO+ >
Example 4.8 • Use step by step approach to find i, for t> 0 6k 262 100 uF
Using scheme language, write the code for the following
question
3 Define a procedure "Product" that takes two parameters and returns the product of them. Then, call you procedure using [5 points] > (Product 1040) 03d
If you have a reaction A+B --> C, and the rate equation is Rate = K[A], what can you say about the mechanism of the reaction? The mechanism of the reaction Previous 7 of 9 Next
Help please!
Let Be be Brownian motion and fix to > 0. Prove that By: = Bto+t - Blo; t o is a Brownian motion.
3. Suppose X ~ Beta(a, β) with the constants α, β > 0, Define Y- 1-X. Find the pdf of Y
Problem 6.30 a Draw the mechanism for the following reaction. HOBI 4,0 > Å x Your answer is incorrect. Try again. Part A: Draw part 1 of the mechanism. Include charges and lone pairs on your mechanism. OH H HN + Edit Br x Your answer is incorrect. Try again. Part B: Draw part 2 of the mechanism. Include charges and lone pairs on your mechanism. Edit 20
For n = 100 and 1=0.4, use the normal distribution to approximate the following probabilities. a. X = 30 b. X>30 c. XS 30 d. X < 30 a. The approximate probability that X = 30 is (Round to four decimal places as needed.)