For this we have to get a common denominator for all three terms. In this case, the LCD is the denominator of the term on the right of the equals sign.
A Rational Equation is an equation composed of rational expressions. A rational expression is in the form of where g(x) is not equal to q(x) zero.
A Quadratic Equation is in the form of ax² + bx + c = 0v where a, b, and c are constants but a ‡ 0.
Rational Equation that can be transformed into Quadratic Equation
It has to be a rational equation.
There should only be one variable.
If the expressions are linear, then there should be a variable on both numerator and denominator.
If the denominators are all constant, then the numerator should have at least one variable that has a power of 2.
Steps in Transforming a Rational Equation Algebraic Equation into a Quadratic Equation
Answers & Comments
Answer:
19. C) x ^ 2 + 4x + 4x = 8
20. D) x ^ 2 - 6x - 8 = 0
Step-by-step explanation:
A Rational Equation is an equation composed of rational expressions. A rational expression is in the form of where g(x) is not equal to q(x) zero.
A Quadratic Equation is in the form of ax² + bx + c = 0v where a, b, and c are constants but a ‡ 0.
Rational Equation that can be transformed into Quadratic Equation
Steps in Transforming a Rational Equation Algebraic Equation into a Quadratic Equation