Question 1081794
given:
dimensions 
{{{(2x+3ft)}}} by {{{(x+6ft)}}}

 If the garden is {{{A=95ft^2}}}, than

 {{{(2x+3ft)(x+6ft)=95ft^2}}}.............solve for {{{x}}}

 {{{2x^2+3xft+12xft+18ft^2=95ft^2}}}

 {{{2x^2+15xft+18ft^2-95ft^2=0}}}

 {{{2x^2+15xft-77ft^2=0}}}

{{{2x^2 -7x+22x-22 = 0}}}

{{{(2x^2 -7x)+(22x-77) = 0}}}

{{{x(2x -7)+11(2x-7) = 0}}}

 {{{(x + 11)(2x - 7) = 0}}}


solutions: {{{x=-11}}} or {{{x=7/2}}}

to  find dimensions, use positive solution:

{{{(2*(7/2)+3)ft}}} ->{{{10ft}}}

{{{(7/2+6)ft)}}}->{{{9.5ft}}}