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Complete the following responses, identify all stereoisomers (if any) of the products from the reaction:
Predict the elimination products for the following reaction. Identify the major and minor stereoisomers and draw them in the indicated box. This is a possible product, but the two phenyl rings repulse sterically, making this unstable. Consider the other more stable stereoisomer.
Complete the following reaction scheme. Give all products
& indicate major or minor and any relevant
stereochemistry.
BH, THF 1) Hg(OAC)2, H2O 2) NaBH4 Oso NM
provide the products for each reaction including any relevant
stereochemistry. if a pair of stereoisomers is produced, draw one
and write + enantiomer ir + diastereomer, whichever is
relevant.
1. CH, MgBr 2. H₂0" (Ph),Culi (R)-CBS + light 1. DIBAH 2. H, ... 1. Mgether 2. CO 3. H,0
Write all the products of the
following reaction including rearranged products if any
3.Write all the products of the following reaction including rearranged products if any (6 points) Br EtOH CH3 CH3
3.Write all the products of the following reaction including rearranged products if any (6 points) Br EtOH CH3 CH3
3.) Predict the products of each of the following and show all possible products and stereoisomers. Specify which product is the major product and which is minor. Identify which stereoisomer is favored or write racemic. HBE HBr H30* (cat)/H,0
Provide all organic products for the reactions below. Indicate
the relationship between any stereoisomers (label as diastereomers
or enantiomers).
e. 1. Cl2, H20 2. KOtBu 1. NaOH, H20 2. PCC HO 1. cat. OsO4, H202 2. Br2, hv, CCl4 g. 1. ICH2Znl, Et20 2. MsCI, руг 3. LDA он h. CHCl3 KOtBu 1. HBr, 'BuoOH, hv 2. NaCN, DMF
2. Predict the products for the following reaction. Show stereoisomers formed and the mechanism of the reaction. H SO H.O
2. Predict the products for the following reaction. Show stereoisomers formed and the mechanism of the reaction. H.SO HO
Complete all parts. Do not skip any portion of the question.
Identify which of the following are rings. List out of the
properties. For those that are not rings, explain why not. Assume
addition and mulitiplication unless stated otherwise.
For those that are rings, state the identity elements under both
operations. Note if the ring is noncommutative. List the units
(those with multiplicative inverses) of each ring.
a) Mn(Z[]). b) Z × R, with (a, b) + (c, d) =...