The answer to an addition problem is the sum of the problem.
1. Firstly you have to adress the problem. -What is the problem? -How did you encounter the problem? 2. Then you need to figure out how to get round the problem. -Can i reverse the problem? If not can somebody help me? -What are all the possible ways of solving the problem? Hope this helped.
the problem is there is no problem
problem is a vccv.
In a division problem, the dividend is the part of the problem to the left of the "
because they harm the environment
Brownfields is a term used to describe abandoned or non-used sections of commercial or industrial land. This land is available for reuse at a later date, although some land may be contaminated.
http://www.epa.gov/region1/brownfields/success/06/lhm_library_gardner_ma_ag.html Apparently they closed in the 1980's
Yes, there are some in: Pelham, Concord, Exeter, Portsmouth, Nashua, Manchester, Milton, Merrimack, Conway, Londonderry, etc.
Brownfields are abandoned or underutilized industrial or commercial sites where redevelopment is hindered by potential environmental contamination. These sites may have hazardous substances that require cleanup before new development can occur. Brownfield redevelopment can revitalize communities by converting idle properties into safe, productive spaces.
Brownfields are abandoned, idled, or under-used commercial, industrial, and institutional properties where redevelopment and reuse are complicated by light to moderate contamination from hazardous substances and wastes. These properties are most often in urban areas previously used by industrial and commercial operations that generated waste materials.
The four types of sites that have favored growth of community land use are agricultural lands, open spaces or parks, vacant lots, and industrial areas or brownfields. These sites often provide opportunities for community members to come together, engage in activities, and create shared spaces for the community.
problem - problem(s), problem(atic), problem(atical), problem(atically)
no problem = kein problem
The 'problem' of 'this problem' is not understood.
when the problem needs a scientific proof it becomes a scientific problem
Yes, the problem is polynomially reducible to another problem if it can be transformed into that problem with a polynomial-time algorithm.