The scientific calculator is the most affordable and portable mathematics tool currently available among secondary and...
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The scientific calculator is the most affordable and portable mathematics tool currently available among secondary and university students. One of the functions of the scientific calculator is the factoring of polynomials. Factoring a three-degree polynomial, p(x) = ax³ + bx² + cx + d is much easier when students use a scientific calculator. Students will obtain three rational roots from the calculator. If the roots found are x = m, x = n and x = d, the next step is to express them all as factor form (x-m), (x-n) and (x - d) to completely factor the polynomial p(x). However, there is an alternative way to factorize the polynomial p(x). Assume {a, b, c, d e R} then show one example of p(x) to explain the factorization process and include the details below in your explanation. . Factor of the constant term • Factor Theorem . Remainder Theorem . Long division The scientific calculator is the most affordable and portable mathematics tool currently available among secondary and university students. One of the functions of the scientific calculator is the factoring of polynomials. Factoring a three-degree polynomial, p(x) = ax³ + bx² + cx + d is much easier when students use a scientific calculator. Students will obtain three rational roots from the calculator. If the roots found are x = m, x = n and x = d, the next step is to express them all as factor form (x-m), (x-n) and (x - d) to completely factor the polynomial p(x). However, there is an alternative way to factorize the polynomial p(x). Assume {a, b, c, d e R} then show one example of p(x) to explain the factorization process and include the details below in your explanation. . Factor of the constant term • Factor Theorem . Remainder Theorem . Long division
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Answer rating: 100% (QA)
The first step is to factor the constant term d We can do this by using the Factor Theorem which sta... View the full answer
Related Book For
Probability & Statistics for Engineers & Scientists
ISBN: 978-0130415295
7th Edition
Authors: Ronald E. Walpole, Raymond H. Myers, Sharon L. Myers, Keying
Posted Date:
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