Radicals Definition and 103 Threads

In chemistry, a radical is an atom, molecule, or ion that has an unpaired valence electron.
With some exceptions, these unpaired electrons make radicals highly chemically reactive. Many radicals spontaneously dimerize. Most organic radicals have short lifetimes.
A notable example of a radical is the hydroxyl radical (HO·), a molecule that has one unpaired electron on the oxygen atom. Two other examples are triplet oxygen and triplet carbene (꞉CH2) which have two unpaired electrons.
Radicals may be generated in a number of ways, but typical methods involve redox reactions. Ionizing radiation, heat, electrical discharges, and electrolysis are known to produce radicals. Radicals are intermediates in many chemical reactions, more so than is apparent from the balanced equations.
Radicals are important in combustion, atmospheric chemistry, polymerization, plasma chemistry, biochemistry, and many other chemical processes. A majority of natural products are generated by radical-generating enzymes. In living organisms, the radicals superoxide and nitric oxide and their reaction products regulate many processes, such as control of vascular tone and thus blood pressure. They also play a key role in the intermediary metabolism of various biological compounds. Such radicals can even be messengers in a process dubbed redox signaling. A radical may be trapped within a solvent cage or be otherwise bound.

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    Simplifying radicals containing polynomial fractions

    no idea how to simplify this one: sqrt [1- [(x-1)^2/(x+1)^2]] thanks dave
  2. U

    Simplifying Radicals: Solving -125m⁻⁴n⁵ Cube Root

    I am sorry for wasting your time with elementary mathematics but I can not complete my homework. (excuse the clutter, for I do not know how to use Latex) cube root ( -125 m^-4 n^5 ) I fully simplify this to: -5n/m * cube root (n^2 / m ) The answer is incorrect, wtf am I missing?
  3. X

    Calculating Distance Between Two Points: Simplifying Radical Expressions

    First I'd like to say that I'm getting back into college after several years out in the job market. Unfortunately, I need to complete several more upper division math courses before I can complete my CS degree. Before I go back and start taking my classes again, I've been trying to self-study...
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