Why is it that some people are so tolerant to alcohol whereas other people just need...
Why is it that some people are so tolerant to alcohol whereas other people just need to get a whiff to tip them over the edge?
Homework Answers
That's to do with an enzyme called alcohol dehydrogenase which contains a zinc atom. Different amounts of this enzyme would be expressed in people who have different genetic make up. This is one part of the answer. If you are a regular user you boost the enzymes in the liver to increase the numbers so you break these things down a little bit more.
The enzyme alcohol dehydrogenase is invovled in the metabolism of alcohol, this enzyme contains zinc atom in ots struture. Depend upon the gene expression levels, the amount of enzyme expressed differs from individual to individual. If this enzyme levels are high, alcohol will be degraded at faster rate and those people can tolerate more than the slow metabolizers.
That's to do with an enzyme called alcohol dehydrogenase which contains a zinc atom. Different amounts of this enzyme would be expressed in people who have different genetic make up. This is one part of the answer. If you are a regular user you boost the enzymes in the liver to increase the numbers so you break these things down a little bit more.
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to split them into groups of two, so that the two people in a
group are related (if this is
possible).
Expressing this as a graph problem, suppose we have an
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2. What are some ways in which leaders can give other people more control of their work? What are some ways in which leaders can get people interacting? What are some steps leaders can take to
Suppose we have 2n people, some of which are related to some of the others. We might want to split them into groups of two, so that the two people in a group are related (if this is possible) Expressing this as a graph problem, suppose we have an undirected graph G-(WB). A pairing is a set P C E of edges such that for all (u,v),(x,y) є P, the nodes u,v,z, y are all different. In other words, no...
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group are related (if this is
possible).
Expressing this as a graph problem, suppose we have an
undirected graph G = hV;Ei. A
pairing is a set P E of edges such that for all (u; v); (x; y) 2
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