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Author Question: Propose a synthesis for molecule A, shown below, using benzene, phenylboronic acid, tert-butyl ... (Read 33 times)

mspears3

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Propose a synthesis for molecule A, shown below, using benzene, phenylboronic acid, tert-butyl chloride, and any inorganic reagents needed (Experiment 18). A retrosynthetic scheme is shown. Put the pieces together showing the necessary reactants and reagents.

Question 2

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 />"

Question 3

The reactions shown below are found in the first two papers that Suzuki published on cross coupling. What are the organic products of these reactions?

Question 4

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Sperm cells are so tiny that 400 to 500 million (400,000,000–500,000,000) of them fit onto 1 tsp.

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IgA antibodies protect body surfaces exposed to outside foreign substances. IgG antibodies are found in all body fluids. IgM antibodies are the first type of antibody made in response to an infection. IgE antibody levels are often high in people with allergies. IgD antibodies are found in tissues lining the abdomen and chest.

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Only 12 hours after an egg cell is fertilized by a sperm cell, the egg cell starts to divide. As it continues to divide, it moves along the fallopian tube toward the uterus at about 1 inch per day.

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Excessive alcohol use costs the country approximately $235 billion every year.

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Every 10 seconds, a person in the United States goes to the emergency room complaining of head pain. About 1.2 million visits are for acute migraine attacks.

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