Question 672333
Amir bought a rectangular plot of land.
 He knows that the area of the plot is represented by the polynomial expression
 x^2-6x+5, and that the longest side measures 199 meters.
 What is the perimeter of the plot of land?
:
Find the length of the shorter side
s = {{{(x^2-6x+5)/199}}}
:
P = 2L + 2W
:
P = {{{2(x^2-6x+5)/199}}} + 2(199)
:
P = {{{(2x^2-12x+10)/199}}} + 398
:
P = {{{(2x^2-12x+10+199(398))/199}}}
:
P = {{{(2x^2-12x+10+79202)/199}}}
:
P = {{{(2x^2-12x+79212)/199}}}