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The roots of the equation are x = 0 and x = 1/2

Therefore, x(x-1/2) = 0

Multiplying,

Therefore, x(x-1/2) = 0

Multiplying,

answer= 2x²-x or x²-1/2x+0

solution=

let the zeros be Ф=0 & ω=1/2

we know that a quadratic equation is of form

x²-sx+p

where s=sum of zeros=Ф+ω=0+1/2=1/2

& p = product of the zeros=Ф*ω=0*1/2=0

and a=1

therefore the required equation= x²-1/2*x+0 ( or ) mul by 2

= 2x²-x+0=2x²-x