(3/4)(24-16x)=-(2/(3(18x-27)))

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Solution for (3/4)(24-16x)=-(2/(3(18x-27))) equation:


D( x )

3*(18*x-27) = 0

3*(18*x-27) = 0

3*(18*x-27) = 0

( 18*x-27 )

18*x-27 = 0 // + 27

18*x = 27 // : 18

x = 27/18

x = 3/2

( 3 )

3 = 0

x belongs to the empty set

x in (-oo:3/2) U (3/2:+oo)

(3/4)*(24-(16*x)) = -(2/(3*(18*x-27))) // + 2/(3*(18*x-27))

(3/4)*(24-(16*x))+2/(3*(18*x-27)) = 0

(3/4)*(24-16*x)+2/(3*(18*x-27)) = 0

3/4*(24-16*x)+2/(3*(18*x-27)) = 0

(3/4*3*(24-16*x)*(18*x-27))/(3*(18*x-27))+2/(3*(18*x-27)) = 0

3/4*3*(24-16*x)*(18*x-27)+2 = 0

1944*x-648*x^2-1456 = 0

1944*x-648*x^2-1456 = 0

8*(243*x-81*x^2-182) = 0

243*x-81*x^2-182 = 0

DELTA = 243^2-(-182*(-81)*4)

DELTA = 81

DELTA > 0

x = (81^(1/2)-243)/(-81*2) or x = (-81^(1/2)-243)/(-81*2)

x = 13/9 or x = 14/9

8*(x-13/9)*(x-14/9) = 0

(8*(x-13/9)*(x-14/9))/(3*(18*x-27)) = 0

(8*(x-13/9)*(x-14/9))/(3*(18*x-27)) = 0 // * 3*(18*x-27)

8*(x-13/9)*(x-14/9) = 0

( 8 )

8 = 0

x belongs to the empty set

( x-13/9 )

x-13/9 = 0 // + 13/9

x = 13/9

( x-14/9 )

x-14/9 = 0 // + 14/9

x = 14/9

x in { 13/9, 14/9 }

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