1/(1-x)(1-2x)(1-3x)=
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Step-by-step explanation:
take the denominator on left side
so, we said that,
1=(1-2x-x+2x²)(1-3x)=(1-3x+2x²)(1-3x)
1=(1-3x-3x+9x²+2x²-6x³)=(1-6x+11x²-6x³)
1=1-x(6+11x-6x²)
so by above form of equation,we say that
-x(6+11x-6x²)=0
now we common the minus inside brackets
-{-x(6x²-11x-6)}=0
x(6x²-11x-6)=0
so we say that
x=0 or 6x²-11x-6=0
but here we don't know the value x=0 is correct or not. So we take other equation
6x²-11x-6=0
now we use Sri dharacharya method
x={-b±√(b²-4ac)}/2a
x={-11±√(11²-4*6*6)}/2*6
x={-11+√121-144}/12 or x={-11-√121-144}/12
x=(-11+√-23)/12 or x={-11-√-23}/12
these are your answers. If now about Sri Dharacharya method then you know it
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