12:39 AM Question 14 0.00 4G 4G 44 B/S 1 0/1 pt 298 Details Part 1 of 3 PARTI In this exercise we will use synthetic division to factor the polynomial f(x) = x³-21x-20. This will start as a division problem, where you are given two factors to "pull out" of f(x): 23 -21x-20 (x+1)(x-5) You'll notice that the denominator is a quadratic polynomial, but synthetic division only works on a single factor at a time. This means you must perform synthetic division on each factor separately. It goes quick once you get the hang of it. It does not matter which factor on the denominator you start with, so let's pick (x + 1), performing synthetic division the usual way. The quotient is: The remainder is: Question Help: Video Post to forum Question 15 0/1 pt 298 Details Rewrite the polynomial f(y) in fully factored form, given that one of the factors is (y + 5): f(y) = 3y³ + 17y² + 9y-5 f(y) = Question Help: Video Post to forum Question 16 0/1 pt 298 Details For this exercise, consider the polynomial shown below: f(x)=3x+14x²+13x - 6 List ALL possible rational roots for f(x): P Answers should be integers or exact fractions. Do not use decimals! Now list the ACTUAL roots for f(x): x = Answers should be integers or exact fractions. Do not use decimals! The fully factored form of the polynomial is: f(x)= Question Help: Video Post to forum Question 17 For this exercise, consider the polynomial shown below: f(x)=3x+10x+4x-8 List ALL possible rational roots for f(x): P 9 Answers should be integers or exact fractions. Do not use decimals! Now list the ACTUAL roots for f(x): Answers should be integers or exact fractions. Do not use decimals! The fully factored form of the polynomial is: f(x) = Question Help: Video Post to forum ||| = 0/1 pt 298 Details → 50 12:39 AM O 0.00 4G 4G 44 B/S × Question 5 0.33/1 pt 197 Details Find all zeros of f(x) = x³-9x² + 22x- 10. Enter the zeros separated by commas. Enter exact value, not decimal approximations. 2, 7+ √29 7-√29 2 Question Help: Video Post to forum Question 6 0/1 pt 298 Details Find all zeros of f(x) = x³ +7x² + 8x - 10. Enter the zeros separated by commas. Enter exact value, not decimal approximations. 0/1 pt 298 Details Question Help: Video Post to forum Question 7 Find all zeros of f(x) = x³-3x²+x-3. Enter the zeros separated by commas. Question Help: Video 1 Video 2 Post to forum × Question 8 0/1 pt 98 Details Find all zeros of f(x) = 4x³ + 4x² - 36x + 48. Enter the zeros separated by commas. Enter exact value, not decimal approximations. 2,2,-3. Question Help: Video Post to forum Question 9 Xno decimals allowed. 0/1 pt 298 Details Given P(x)=3+2x² + x + 2. Write P in factored form (as a product of linear factors). Be sure to write the full equation, including P(x) = (x+1)(x²+x+2) syntax error: this is not an equation. Question Help: Video 1 Video 2 Post to forum Question 10 0/1 pt 298 Details Given P(x)=3x+x+72x³ +24x² - 75x-25, and that 5i is a zero, write P in factored form (as a product of linear factors). Be sure to write the full equation, including P(x) =. Question Help: Video Post to forum Question 11 0/1 pt 2 98 Details Use the rational zeros theorem to list all possible zeros of the function f(x) = x³-4x²+3x+6. Enter the possible zeros separated by commas. You do not need to factor the polynomial. Question Help: Video Post to forum Question 12 0/1 pt 298 Details Use the rational zeros theorem to list all possible zeros of the function f(x) = 3x3 +5x²+5x+2. Enter the possible zeros separated by commas. You do not need to factor the polynomial. Question Help: Video Post to forum Question 13 Factor the polynomial function f(x)=6x³-37x² + 75x-50. The real zeros are f(x) = Question Help: Video Post to forum Question 14 PART I In this exercise we will use synthetic division to factor the polynomial = ||| → 0/1 pt 298 Details 0/1 pt 298 Details Part 1 of 3 50

Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
Question
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12:39 AM
Question 14
0.00 4G
4G
44
B/S
1
0/1 pt 298 Details
Part 1 of 3
PARTI
In this exercise we will use synthetic division to factor the polynomial
f(x) = x³-21x-20. This will start as a division problem, where you are given two factors to "pull out" of
f(x):
23 -21x-20
(x+1)(x-5)
You'll notice that the denominator is a quadratic polynomial, but synthetic division only works on a single
factor at a time. This means you must perform synthetic division on each factor separately. It goes quick
once you get the hang of it.
It does not matter which factor on the denominator you start with, so let's pick (x + 1), performing synthetic
division the usual way.
The quotient is:
The remainder is:
Question Help: Video Post to forum
Question 15
0/1 pt 298 Details
Rewrite the polynomial f(y) in fully factored form, given that one of the factors is (y + 5):
f(y) = 3y³ + 17y² + 9y-5
f(y) =
Question Help: Video Post to forum
Question 16
0/1 pt 298 Details
For this exercise, consider the polynomial shown below:
f(x)=3x+14x²+13x - 6
List ALL possible rational roots for f(x):
P
Answers should be integers or exact fractions. Do not use decimals!
Now list the ACTUAL roots for f(x):
x =
Answers should be integers or exact fractions. Do not use decimals!
The fully factored form of the polynomial is:
f(x)=
Question Help: Video Post to forum
Question 17
For this exercise, consider the polynomial shown below:
f(x)=3x+10x+4x-8
List ALL possible rational roots for f(x):
P
9
Answers should be integers or exact fractions. Do not use decimals!
Now list the ACTUAL roots for f(x):
Answers should be integers or exact fractions. Do not use decimals!
The fully factored form of the polynomial is:
f(x) =
Question Help: Video Post to forum
|||
=
0/1 pt 298 Details
→
50
Transcribed Image Text:12:39 AM Question 14 0.00 4G 4G 44 B/S 1 0/1 pt 298 Details Part 1 of 3 PARTI In this exercise we will use synthetic division to factor the polynomial f(x) = x³-21x-20. This will start as a division problem, where you are given two factors to "pull out" of f(x): 23 -21x-20 (x+1)(x-5) You'll notice that the denominator is a quadratic polynomial, but synthetic division only works on a single factor at a time. This means you must perform synthetic division on each factor separately. It goes quick once you get the hang of it. It does not matter which factor on the denominator you start with, so let's pick (x + 1), performing synthetic division the usual way. The quotient is: The remainder is: Question Help: Video Post to forum Question 15 0/1 pt 298 Details Rewrite the polynomial f(y) in fully factored form, given that one of the factors is (y + 5): f(y) = 3y³ + 17y² + 9y-5 f(y) = Question Help: Video Post to forum Question 16 0/1 pt 298 Details For this exercise, consider the polynomial shown below: f(x)=3x+14x²+13x - 6 List ALL possible rational roots for f(x): P Answers should be integers or exact fractions. Do not use decimals! Now list the ACTUAL roots for f(x): x = Answers should be integers or exact fractions. Do not use decimals! The fully factored form of the polynomial is: f(x)= Question Help: Video Post to forum Question 17 For this exercise, consider the polynomial shown below: f(x)=3x+10x+4x-8 List ALL possible rational roots for f(x): P 9 Answers should be integers or exact fractions. Do not use decimals! Now list the ACTUAL roots for f(x): Answers should be integers or exact fractions. Do not use decimals! The fully factored form of the polynomial is: f(x) = Question Help: Video Post to forum ||| = 0/1 pt 298 Details → 50
12:39 AM O
0.00 4G
4G
44
B/S
× Question 5
0.33/1 pt 197 Details
Find all zeros of f(x) = x³-9x² + 22x-
10. Enter the zeros separated by commas. Enter exact value,
not decimal approximations.
2,
7+ √29 7-√29
2
Question Help: Video Post to forum
Question 6
0/1 pt 298 Details
Find all zeros of f(x) = x³ +7x² + 8x - 10. Enter the zeros separated by commas. Enter exact value, not
decimal approximations.
0/1 pt 298 Details
Question Help: Video Post to forum
Question 7
Find all zeros of f(x) = x³-3x²+x-3. Enter the zeros separated by commas.
Question Help: Video 1 Video 2 Post to forum
× Question 8
0/1 pt 98 Details
Find all zeros of f(x) = 4x³ + 4x² - 36x + 48. Enter the zeros separated by commas. Enter exact value,
not decimal approximations.
2,2,-3.
Question Help: Video Post to forum
Question 9
Xno decimals allowed.
0/1 pt 298 Details
Given P(x)=3+2x² + x + 2. Write P in factored form (as a product of linear factors). Be sure to write
the full equation, including P(x) =
(x+1)(x²+x+2)
syntax error: this is not an equation.
Question Help: Video 1 Video 2 Post to forum
Question 10
0/1 pt 298 Details
Given P(x)=3x+x+72x³ +24x² - 75x-25, and that 5i is a zero, write P in factored form (as a
product of linear factors). Be sure to write the full equation, including P(x) =.
Question Help: Video Post to forum
Question 11
0/1 pt 2 98 Details
Use the rational zeros theorem to list all possible zeros of the function f(x) = x³-4x²+3x+6.
Enter the possible zeros separated by commas. You do not need to factor the polynomial.
Question Help: Video Post to forum
Question 12
0/1 pt 298
Details
Use the rational zeros theorem to list all possible zeros of the function f(x) = 3x3 +5x²+5x+2.
Enter the possible zeros separated by commas. You do not need to factor the polynomial.
Question Help: Video Post to forum
Question 13
Factor the polynomial function f(x)=6x³-37x² + 75x-50.
The real zeros are
f(x) =
Question Help: Video Post to forum
Question 14
PART I
In this exercise we will use synthetic division to factor the polynomial
=
|||
→
0/1 pt 298 Details
0/1 pt 298
Details
Part 1 of 3
50
Transcribed Image Text:12:39 AM O 0.00 4G 4G 44 B/S × Question 5 0.33/1 pt 197 Details Find all zeros of f(x) = x³-9x² + 22x- 10. Enter the zeros separated by commas. Enter exact value, not decimal approximations. 2, 7+ √29 7-√29 2 Question Help: Video Post to forum Question 6 0/1 pt 298 Details Find all zeros of f(x) = x³ +7x² + 8x - 10. Enter the zeros separated by commas. Enter exact value, not decimal approximations. 0/1 pt 298 Details Question Help: Video Post to forum Question 7 Find all zeros of f(x) = x³-3x²+x-3. Enter the zeros separated by commas. Question Help: Video 1 Video 2 Post to forum × Question 8 0/1 pt 98 Details Find all zeros of f(x) = 4x³ + 4x² - 36x + 48. Enter the zeros separated by commas. Enter exact value, not decimal approximations. 2,2,-3. Question Help: Video Post to forum Question 9 Xno decimals allowed. 0/1 pt 298 Details Given P(x)=3+2x² + x + 2. Write P in factored form (as a product of linear factors). Be sure to write the full equation, including P(x) = (x+1)(x²+x+2) syntax error: this is not an equation. Question Help: Video 1 Video 2 Post to forum Question 10 0/1 pt 298 Details Given P(x)=3x+x+72x³ +24x² - 75x-25, and that 5i is a zero, write P in factored form (as a product of linear factors). Be sure to write the full equation, including P(x) =. Question Help: Video Post to forum Question 11 0/1 pt 2 98 Details Use the rational zeros theorem to list all possible zeros of the function f(x) = x³-4x²+3x+6. Enter the possible zeros separated by commas. You do not need to factor the polynomial. Question Help: Video Post to forum Question 12 0/1 pt 298 Details Use the rational zeros theorem to list all possible zeros of the function f(x) = 3x3 +5x²+5x+2. Enter the possible zeros separated by commas. You do not need to factor the polynomial. Question Help: Video Post to forum Question 13 Factor the polynomial function f(x)=6x³-37x² + 75x-50. The real zeros are f(x) = Question Help: Video Post to forum Question 14 PART I In this exercise we will use synthetic division to factor the polynomial = ||| → 0/1 pt 298 Details 0/1 pt 298 Details Part 1 of 3 50
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