Solve for X
,
-
\dfrac{NUMERATOR}{DENOMINATOR} = CONSTANT
-(NUMERATOR)
NUMERATOR
= CONSTANT(DENOMINATOR)
-(NUMERATOR) = PRODUCT
NUMERATOR.multiply(SIGN) = PRODUCT
new RationalExpression([[FINALCOEFF, X], SIGN * NUMERCONST]) = DENOMCONST * CONSTANT
new Term(FINALCOEFF, X) = FINALCONST
SIGN * NUMERCONST = new RationalExpression([[-FINALCOEFF, X], DENOMCONST * CONSTANT])
-FINALCONST = new Term(-FINALCOEFF, X)
new Term(-FINALCOEFF, X) = -FINALCONST
X = fraction(FINALCONST, FINALCOEFF)
Simplify.
X = fractionReduce(FINALCONST, FINALCOEFF)
-
\dfrac{NUMERATOR}{DENOMINATOR} = \dfrac{1}{CONSTANT}
-(NUMERATOR)
NUMERATOR.multiply(SIGN)
= \dfrac{DENOMINATOR}{CONSTANT}
Multiply both sides of the equation by CONSTANT
.
CONSTANT * SIGN(NUMERATOR)
PRODUCT
= DENOMINATOR
PRODUCT = DENOMINATOR
new RationalExpression([[FINALCOEFF, X], SIGN * NUMERCONST * CONSTANT]) = DENOMCONST
new Term(FINALCOEFF, X) = FINALCONST
SIGN * NUMERCONST * CONSTANT = new RationalExpression([[-FINALCOEFF, X], DENOMCONST])
-FINALCONST = new Term(-FINALCOEFF, X)
new Term(-FINALCOEFF, X) = -FINALCONST
X = fraction(FINALCONST, FINALCOEFF)
Simplify.
X = fractionReduce(FINALCONST, FINALCOEFF)
X =
FINALCONST / FINALCOEFF
Multiply both sides of the equation by DENOMINATOR
.