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Polynomials polynomial function is a function in the form + ... + a where n is a whole number x is a variable the coefficients a are real numbers Examples
Review: Long Division 425 ÷ 25 = ? dividend http://www.mathsisfun.com/numbers/long-division-animation.html How about 2748 ÷ 13?
Long division can also be used to divide a polynomial by a binomial. Ex. Divide x + 2x + 5 by x - 1
Divide 5x + 10x - 13x - 9 by x - 2 : Must write the polynomial in descending order!
Division statement for Division by x - a P(x) = (x - a)Q(x) + R where P(x) is the original polynomial (x - a) is the binomial divisor Q(x) is the quotient polynomial R is the remainder Ex. Divide: -4x - x - 3 by x - 3
Day 1 examples u5w14

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Day 1 examples u5w14

  • 1. Polynomials polynomial function is a function in the form + ... + a where n is a whole number x is a variable the coefficients a are real numbers Examples
  • 2. Review: Long Division 425 ÷ 25 = ? dividend http://www.mathsisfun.com/numbers/long-division-animation.html How about 2748 ÷ 13?
  • 3. Long division can also be used to divide a polynomial by a binomial. Ex. Divide x + 2x + 5 by x - 1
  • 4. Divide 5x + 10x - 13x - 9 by x - 2 : Must write the polynomial in descending order!
  • 5. Division statement for Division by x - a P(x) = (x - a)Q(x) + R where P(x) is the original polynomial (x - a) is the binomial divisor Q(x) is the quotient polynomial R is the remainder Ex. Divide: -4x - x - 3 by x - 3