3(a+4)/6*4(2a-3)=61/2

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Solution for 3(a+4)/6*4(2a-3)=61/2 equation:


a in (-oo:+oo)

4*((3*(a+4))/6)*(2*a-3) = 61/2 // - 61/2

4*((3*(a+4))/6)*(2*a-3)-(61/2) = 0

4*((3*(a+4))/6)*(2*a-3)-61/2 = 0

(3*4*(a+4)*(2*a-3))/6-61/2 = 0

(2*3*4*(a+4)*(2*a-3))/(2*6)+(-61*6)/(2*6) = 0

2*3*4*(a+4)*(2*a-3)-61*6 = 0

48*a^2+120*a-654 = 0

48*a^2+120*a-654 = 0

6*(8*a^2+20*a-109) = 0

8*a^2+20*a-109 = 0

DELTA = 20^2-(-109*4*8)

DELTA = 3888

DELTA > 0

a = (3888^(1/2)-20)/(2*8) or a = (-3888^(1/2)-20)/(2*8)

a = (36*3^(1/2)-20)/16 or a = (-36*3^(1/2)-20)/16

6*(a-((-36*3^(1/2)-20)/16))*(a-((36*3^(1/2)-20)/16)) = 0

(6*(a-((-36*3^(1/2)-20)/16))*(a-((36*3^(1/2)-20)/16)))/(2*6) = 0

(6*(a-((-36*3^(1/2)-20)/16))*(a-((36*3^(1/2)-20)/16)))/(2*6) = 0 // * 2*6

6*(a-((-36*3^(1/2)-20)/16))*(a-((36*3^(1/2)-20)/16)) = 0

( a-((-36*3^(1/2)-20)/16) )

a-((-36*3^(1/2)-20)/16) = 0 // + (-36*3^(1/2)-20)/16

a = (-36*3^(1/2)-20)/16

( a-((36*3^(1/2)-20)/16) )

a-((36*3^(1/2)-20)/16) = 0 // + (36*3^(1/2)-20)/16

a = (36*3^(1/2)-20)/16

a in { (-36*3^(1/2)-20)/16, (36*3^(1/2)-20)/16 }

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