Minti,
I would start by moving all the terms to one side of the equal sign.
-1/4pi(x²) =10x -x²(4-pi)/8
-1/4pi(x²) - 10x + x²(4-pi)/8 = 0
Now I see that there is a common factor of x so I get
x[-1/4pi x - 10 + x(4-pi)/8] = 0
To eliminate the fractions I would multiply both sides by 8 and simplify to get
x[-2pi x - 80 + x(4-pi)] = 0
x[-2pi x - 80 + 4x - pi x] = 0
x[(4 - 3pi) x - 80] = 0
Thus
x = 0 or (4 -3pi) x - 80 = 0, that is
x = 0 or x = 80/(4 - 3pi)
Penny
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