---

Скачать книгу

---

Quadratic Equations

       266–270 Solve the equation by completing the square.

      266.

      267.

      268.

      269.

      270.

Solving Polynomial Equations for Intercepts

      271–276 Find the real roots of the polynomial.

271.

      272.

      273.

      274.

      275.

      276.

Using Factoring by Grouping to Solve Polynomial Equations

      277–280 Find the real roots of the polynomial by using factoring by grouping.

      277.

      278.

      279.

      280.

Applying Descartes’s Rule of Signs

       281–285 Use Descartes’s rule of signs to determine the possible number of positive and negative real roots of the function.

      281.

      282.

      283.

      284.

285.

Listing Possible Roots of a Polynomial Equation

       286–290 Use the rational root theorem to list the possible rational roots of the function.

      286.

      287.

      288.

      289.

      290.

Dividing Polynomials

       291–295 Perform the division by using long division. Write the remainder as a fraction.

      291.

      292.

      293.

      294.

      295.

Using Synthetic Division to Divide Polynomials

       296–298 Use synthetic division to find the quotient and remainder.

      296.

      297.

298.

Checking for Roots of a Polynomial by Using Synthetic Division

       299–300 Use synthetic division to determine which of the given values is a zero of the function.

      299.

      Possible zeros: –3, 3, –6, 6, 1

      300.

      Possible zeros: –8, –2, –1, 4, 8

Writing Polynomial Expressions from Given Roots

       301–305 Find the lowest order polynomial with 1 as the leading coefficient with the listed values as its zeros.

      301. –3, 2, 3

      302. –4, –3, 0, 1, 2

      303. , , –1, 2

      304. , , –1, and –4

      305. Скачать книгу