
10G (2.4) PART 1 Introduction to Polynomials
Presentation
•
Mathematics
•
10th Grade
•
Practice Problem
•
Hard
Asher Katz
FREE Resource
5 Slides • 43 Questions
1
Solving Binomials by factoring
Part 1
(2.4)
2
This is a Polynomial. Poly means "many". It has many levels of x. These levels are called "degrees"
3
4
5
Multiple Choice
What degree is the following polynomial:
x2 +5x+4=0
First Degree
Second Degree
Third Degree
Fourth Degree
Fifth Degree
6
Multiple Choice
What degree is the following polynomial:
x2 +7x+1=0
First Degree
Second Degree
Third Degree
Fourth Degree
Fifth Degree
7
Multiple Choice
What degree is the following polynomial:
x2 −7x−7=0
First Degree
Second Degree
Third Degree
Fourth Degree
Fifth Degree
8
Multiple Choice
What degree is the following polynomial:
4x2 +5x−9=0
First Degree
Second Degree
Third Degree
Fourth Degree
Fifth Degree
9
Multiple Choice
What degree is the following polynomial:
2x2 −9x=9
First Degree
Second Degree
Third Degree
Fourth Degree
Fifth Degree
10
Multiple Choice
What degree is the following polynomial:
x2 +4=4x
First Degree
Second Degree
Third Degree
Fourth Degree
Fifth Degree
11
Multiple Choice
What degree is the following polynomial:
2x3+3x2+4=0
First Degree
Second Degree
Third Degree
Fourth Degree
Fifth Degree
12
Multiple Choice
What degree is the following polynomial:
2x3+4x=0
First Degree
Second Degree
Third Degree
Fourth Degree
Fifth Degree
13
Multiple Choice
What degree is the following polynomial:
2x2+10=0
First Degree
Second Degree
Third Degree
Fourth Degree
Fifth Degree
14
Multiple Choice
What degree is the following polynomial:
2x2+4=20
First Degree
Second Degree
Third Degree
Fourth Degree
Fifth Degree
15
Multiple Choice
What degree is the following polynomial:
11x−9=20
First Degree
Second Degree
Third Degree
Fourth Degree
Fifth Degree
16
Multiple Choice
What degree is the following polynomial:
11x−9+10+2⋅3=60
First Degree
Second Degree
Third Degree
Fourth Degree
Fifth Degree
17
Multiple Choice
What degree is the following polynomial:
11x−4−3x=60
First Degree
Second Degree
Third Degree
Fourth Degree
Fifth Degree
18
Multiple Choice
What degree is the following polynomial:
4x3+4x2+4x +4 = 1
First Degree
Second Degree
Third Degree
Fourth Degree
Fifth Degree
19
Multiple Choice
What degree is the following polynomial:
4x4+4x3+4x2+4x +4 = 1
First Degree
Second Degree
Third Degree
Fourth Degree
Fifth Degree
20
Multiple Choice
What degree is the following polynomial:
4x5 +4x4+4x3+4x2+4x +4 = 1
First Degree
Second Degree
Third Degree
Fourth Degree
Fifth Degree
21
Multiple Choice
What degree is the following polynomial:
4x4+4 = 1
First Degree
Second Degree
Third Degree
Fourth Degree
Fifth Degree
22
Multiple Choice
What degree is the following polynomial:
6x5+4x2 = 1
First Degree
Second Degree
Third Degree
Fourth Degree
Fifth Degree
23
Multiple Choice
What degree is the following polynomial:
x4−8x = 0
First Degree
Second Degree
Third Degree
Fourth Degree
Fifth Degree
24
Multiple Choice
What degree is the following polynomial:
3x2+4x2 −7x −8=0
First Degree
Second Degree
Third Degree
Fourth Degree
Fifth Degree
25
Multiple Choice
What degree is the following polynomial:
5x2−8=7x
First Degree
Second Degree
Third Degree
Fourth Degree
Fifth Degree
26
Multiple Choice
What degree is the following polynomial:
7x3−5=2x
First Degree
Second Degree
Third Degree
Fourth Degree
Fifth Degree
27
People use Polynomials often but there are many different ways to write the same polynomial. To keep everyone on the same page, Standard Form was invented.
put the highest power first, then the second highest power...then the constant and set it equal to 0
"a" , "b" , and "c" are constants, which means they are regular numbers WHICH DON'T CHANGE.
28
Multiple Choice
Which of the following is a constant?
k
x
y
3
c
29
Multiple Choice
Which of the following is a constant?
k
x
y
11
c
30
Multiple Choice
Which of the following is a constant?
k
x
y
99
c
31
Multiple Choice
Which of the following is a constant?
k
x
y
-7
c
32
Multiple Choice
Which of the following is a constant?
k
x
y
0
c
33
Multiple Select
Which of the following are a constant?
1
x
-1
0
c
34
Multiple Choice
Standard form is ax2+bx + c = 0
What is the value of the constant "c" in the polynomial x2+x−10=0 ?
x2
x
-10
10
1
35
Multiple Choice
Standard form is ax2+bx + c = 0
What is the value of the constant "c" in the polynomial 3x2+x+4=0 ?
3x2
x
4
-4
3
36
Multiple Choice
Standard form is ax2+bx + c = 0
What is the value of the constant "c" in the polynomial 2x2−5x+9=0 ?
2x2
x
9
-5
2
37
Multiple Choice
Standard form is ax2+bx + c = 0
What is the value of the constant "c" in the polynomial 7x2−3x−8=0 ?
7x2
x
-3
-8
2
38
Multiple Choice
Standard form is ax2+bx + c = 0
What is the value of the constant "a" in the polynomial 7x2−3x−8=0 ?
7x2
-3x
-8
7
-3
39
Multiple Choice
Standard form is ax2+bx + c = 0
What is the value of the constant "a" in the polynomial 2x2−6x+8=0 ?
2x2
-6x
8
-6
2
40
Multiple Choice
Standard form is ax2+bx + c = 0
What is the value of the constant "a" in the polynomial x2+2x+3=0 ?
x2
2x
3
1
2
41
Multiple Choice
Standard form is ax2+bx + c = 0
What is the value of the constant "b" in the polynomial x2+2x+3=0 ?
x2
2x
3
1
2
42
Multiple Choice
Standard form is ax2+bx + c = 0
What is the value of the constant "b" in the polynomial 3x2−4x+8=0 ?
3x2
-4x
3
-4
8
43
Multiple Choice
Standard form is ax2+bx + c = 0
What is the value of the constant "b" in the polynomial 2x2−x+4=0 ?
2x2
-x
2
-1
4
44
Multiple Choice
Standard form is ax2+bx + c = 0
What is the value of the constant "b" in the polynomial 2x2−x=−4 ?
2x2
-x
2
-1
4
45
Multiple Choice
Standard form is ax2+bx + c = 0
What is the value of the constant "a" in the polynomial x2+4=2x ?
x2
2x
2
1
4
46
Multiple Choice
Standard form is ax2+bx + c = 0
What is the value of the constant "b" in the polynomial x2+4=2x ?
x2
-2
2
1
4
47
Multiple Choice
Standard form is ax2+bx + c = 0
Arrange the following Polynomial into standard form:
2x2=3x+5
2x2+3x+5=0
2x2 −3x−5=0
2x2+3x = 4
x2+3x + 4
2x2 +3x =5
48
Multiple Choice
Standard form is ax2+bx + c = 0
Arrange the following Polynomial into standard form:
x2−3x=6
x2−3x−6=0
x2−3x+6=0
x2−3x=0
x2−x−6=0
x2−6x+1=0
Solving Binomials by factoring
Part 1
(2.4)
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