Let’s find the roots of the equations (i.e. let’s solve the equations).
5x - (4x-7) (3x-5) = 6-3 (4x-9) (x-1)
5x - (4x-7) (3x-5) = 6-3 (4x-9) (x-1)
⇒ 5x-(4x(3x-5)-7(3x-5))=6-3(4x(x-1)-9(x-1))
⇒ 5x-(12x2-20x-21x+35)=6-3(4x2-4x-9x+9)
⇒ 5x-(12x2-41x+35)=6-3(4x2-13x+9)
⇒ 5x-12x2+41x-35=6-12x2+39x-27
⇒ 46x-39x=35+6-27
⇒ 7x=14
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=2
This is the required root of the given equation.
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