Mc Math 1148 SP 20 NAME: LAST POite Take Home Quiz Answers without textbook like supporting work will receive no credit. First wowmanvene 3.3 1. a. Use synthetic division and the division algorithm to factor f(x) =x +x +x-39, given that 3 is a zero. 3J 1 1 1-39 3 12 39 4 13:0 f(x) = (x - 3)[ X+4X +13 b. Find all solutions of the equation x'+x² +x-39=0 Write complex solutions in a+ bi form. +3 (+イ×+13) factor K玉×t13 x= -4142 4LD13) -4 T6-52 4-36 4さ 21) -30 &-3)-0 31 4I bi' -2+3 -2-3i <ニ -2+3i, -2-3;, 3 Solutions: x = c. Use the zeros found and the zero factor theorem to factor S(x) = x' +x² +x- 39 completely (linear factors only) f(x) =

Algebra and Trigonometry (6th Edition)
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ISBN:9780134463216
Author:Robert F. Blitzer
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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,...
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Mc
Math 1148 SP 20
NAME: LAST POite
Take Home Quiz
Answers without textbook like supporting work will receive no credit.
First wowmanvene
3.3
1. a. Use synthetic division and the division algorithm to factor
f(x) =x +x +x-39, given that 3 is a zero.
3J 1 1 1-39
3 12 39
4 13:0
f(x) = (x - 3)[ X+4X +13
b. Find all solutions of the equation x'+x² +x-39=0
Write complex solutions in a+ bi form.
+3
(+イ×+13) factor
K玉×t13
x= -4142 4LD13)
-4 T6-52
4-36
4さ
21)
-30
&-3)-0
31
4I bi'
-2+3 -2-3i
<ニ
-2+3i, -2-3;, 3
Solutions: x =
c. Use the zeros found and the zero factor theorem to factor
S(x) = x' +x² +x- 39 completely (linear factors only)
f(x) =
Transcribed Image Text:Mc Math 1148 SP 20 NAME: LAST POite Take Home Quiz Answers without textbook like supporting work will receive no credit. First wowmanvene 3.3 1. a. Use synthetic division and the division algorithm to factor f(x) =x +x +x-39, given that 3 is a zero. 3J 1 1 1-39 3 12 39 4 13:0 f(x) = (x - 3)[ X+4X +13 b. Find all solutions of the equation x'+x² +x-39=0 Write complex solutions in a+ bi form. +3 (+イ×+13) factor K玉×t13 x= -4142 4LD13) -4 T6-52 4-36 4さ 21) -30 &-3)-0 31 4I bi' -2+3 -2-3i <ニ -2+3i, -2-3;, 3 Solutions: x = c. Use the zeros found and the zero factor theorem to factor S(x) = x' +x² +x- 39 completely (linear factors only) f(x) =
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