(2m^2+3m-4m-6-2m^2-5m+2m+5)/(2m+5)(m-2)=0

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Solution for (2m^2+3m-4m-6-2m^2-5m+2m+5)/(2m+5)(m-2)=0 equation: 


D( m )

2*m+5 = 0

2*m+5 = 0

2*m+5 = 0

2*m+5 = 0 // - 5

2*m = -5 // : 2

m = -5/2

m in (-oo:-5/2) U (-5/2:+oo)

((2*m^2-(2*m^2)+3*m-(4*m)-(5*m)+2*m-6+5)/(2*m+5))*(m-2) = 0

((2*m^2-2*m^2+3*m-4*m-5*m+2*m-6+5)/(2*m+5))*(m-2) = 0

((-4*m-1)*(m-2))/(2*m+5) = 0

( -4*m-1 )

-4*m-1 = 0 // + 1

-4*m = 1 // : -4

m = 1/(-4)

m = -1/4

( m-2 )

m-2 = 0 // + 2

m = 2

m in { -1/4, 2 }

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