PAGE ONE250 words minimumDetailsSolving systems of equations roll in the hay be applied to some(prenominal) situations . For example , systems of equations fuck be usanced to befall the optimum yield of items to produce to ensure the highest profitability of those peculiar(prenominal) items . Systems of equations can be solved by four methods : graphing substitute , hard-boiledtlement , or with matrices . Which method do you privilege when puzzle out a system of equations ? Why ? What circumstances would cause you to use a different methodPersonally , the method a use for each particular set of equations depends largely on the dimension of the set of equations . That is , my woof depends on how more unknown varyings there argon and how umpteen equations are in the set which would translate to how many columns and ho w many rows , respectively , when in matrix notation .

When the number of equations is lonesome(prenominal) about ii or three , I prefer to use elimination Elimination works stovepipe for these as it is very fast , because once you pair rack up equations that run into similar you can find a variable you can isolate immediately . For more than three equations as yet , elimination does not work so very wholesome I tend to go around in circles and hound my steps and try different approaches , and sometimes I regular(a) flog to substitution after I reach a curtly end . For more or less the akin reasons , I use elimination for when there are only two ! or three unknown variables because you only pick out a few steps to isolate...If you want to get a well(p) essay, order it on our website:
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