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RichmondVirginia(VA) Shannon S. Otto - Richmond, VA personal infomation and areas of practice

Virginia Richmond Shannon S. Otto attorney Shannon S. Otto - Richmond, VA
  • Lawyer name:Shannon S. Otto - Richmond, VA
  • Address:4928 West Broad Street PO Box 11708Richmond,VA
  • Phone:804-545-9408
  • Fax:804-545-9400
  • PostalCode:23230-3122
  • WebSite:http://www.lockequinn.com/
  • Areas of Practice:Sexual Harassment

Virginia RichmondShannon S. Otto attorney Shannon S. Otto - Richmond, VA is a Very good lawyer practice area in Sexual Harassment,Shannon S. Otto

if you have any problem in Sexual Harassment,please email to Shannon S. Otto or call 804-545-9408 or Go to our company directly(addr:4928 West Broad Street PO Box 11708Richmond,VA) ,we will provide free legal advice for you.

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    Richmond lawyer Colleen Marea Quinn - Richmond, VA

    lawyer Shannon S. Otto - Richmond, VA Reviews

    The standard basis is specifically {(1, 0, 0,..., 0), (0, 1, 0, ..., 0), ..., (0, 0, 0, ..., 1)} by definition, so in R^2 that is {(1, 0), (0, 1)}. Only (3) fits that description, where the 2x1 layout:. . [ 1 ]. [ 0 ] ... is being used instead of (1, 0), and likewise for the (0, 1) vector.. . (1) is not the standard basis, but any two independent vectors do make a basis for a 2D space, so that makes this a "non-standard basis".. . (2) Not a standard basis vector, but any non-zero vector can be a part of a basis, so "non-standard basis vector". . (3) see above.. . (4) Assuming i=(1,0) and j=(0,1) are the usual shorthand for the R^2 standard basis vectors, this is another name for (5,4). As in (2), this is a "non-standard basis vector".. . (5) and (6) are also nonzero vectors, (5, 0) and (-1, 4) respectively, and are both "non-standard basis vectors".. . It was necessary to calculate the result in (5) to be sure it didn't turn out to be (1, 0) or (0, 1) in disguise.

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