The evaluation of the algebraic fraction x+2x+1/x^2-25 is
<h3>What is the division of algebraic expression?</h3>
The division of an algebraic expression can be carried out by using the long division method or expansion of the.
Given that:
where:
By expanding the denominator, we have:
Creating a partial fraction from the denominator, we have:
Multiply the equation by the denominator, and we have:
Simplifying, we have:
3x + 21 = a₀(x-5)+a₁(x+5)
Solve for the unknown parameter by plugging the real roots of the denominator: -5, 5
Replacing the solutions into the partial fractions parameters to obtain the final result, we have:
Learn more about the division of algebraic fractions here:
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