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C6H5-overset(OH)overset(|)(CH)-CH3 can ...

`C_6H_5-overset(OH)overset(|)(CH)-CH_3` can be prepared form which of the following combinations

A

`C_6H_5-CHO and CH_3MgCl`

B

`C_6H_5MgBr and CH_3CHO`

C

`{:(" "O),(" "||" "and NaBH_4),(C_6H_5-C-CH_3):}`

D

All of these

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AI Generated Solution

The correct Answer is:
To solve the question regarding the preparation of the compound C6H5-CHOH-CH3, we will analyze each of the provided combinations step by step. ### Step-by-Step Solution: 1. **Identify the Target Compound**: The target compound is C6H5-CHOH-CH3, which can be recognized as a secondary alcohol derived from a phenyl group (C6H5) and a hydroxymethyl group (CHOH) attached to a methyl group (CH3). 2. **Examine the First Option**: The first option is C6H5-CHO (benzaldehyde) reacting with CH3MgCl (a Grignard reagent). - The reaction involves the nucleophilic attack of the Grignard reagent on the carbonyl carbon of benzaldehyde. - This results in the formation of a tertiary alcohol after hydrolysis. - The product formed is C6H5-CHOH-CH3, which matches our target compound. 3. **Examine the Second Option**: The second option is C6H5MgBr (a Grignard reagent) reacting with acetaldehyde (CH3CHO). - The Grignard reagent attacks the carbonyl carbon of acetaldehyde. - This forms a compound that can be hydrolyzed to yield C6H5-CHOH-CH3. - Thus, this combination also leads to the desired product. 4. **Examine the Third Option**: The third option involves the reduction of a ketone (C6H5-CO-CH3) using sodium borohydride (NaBH4). - Sodium borohydride acts as a reducing agent, converting the ketone into an alcohol. - The product formed after the reduction is again C6H5-CHOH-CH3, which is our target compound. 5. **Examine the Fourth Option**: The fourth option states that all of the above combinations can yield the target compound. - Since we have confirmed that each of the first three options can produce C6H5-CHOH-CH3, this option is correct. ### Conclusion: All three combinations can prepare the compound C6H5-CHOH-CH3. Therefore, the correct answer is **all of these**.
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