# Jeopardy

```Instructions for today
You need the following:
Teams of 3 or 4 (each team needs a
name)
Scratch paper
Pencil
Flip book
Calculator
Welcome to
Algebra
Jeopardy
Rules
•
•
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•
•
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Responses must be phrased in the form of a question.
NO negative points for incorrect answers.
Teams must take turns answering questions (Negative
Each question has a time limit (determined by
moderator).
Unanswered questions may be stolen for half value (1st
team to buzz in).
Teams may only attempt a question once.
Points will be distributed among team members as extra
credit on Unit 8 Exam.
Polynomial
Vocabulary
Polynomial
Properties
Combining
Polynomials
Let’s
Multiply!
Polynomial
Applications
100
100
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400
A polynomial with a single term.
What is a monomial?
Polynomials can be classified by this property, which
is determined by the value of the largest exponent.
What is degree?
This refers to a polynomial written with its terms
in decreasing order of degree.
What is standard form?
A polynomial of degree 2 is known by this name.
The degree of the polynomial 5x3 – x2 – 6x + 8.
What is 3?
The result of writing 3x2 + 5x – 4 + 5x3 in standard
form.
What is 5 x  3x  5 x  4 ?
3
2
The leading coefficient of the polynomial
3x - x3 + 4x2 - 8.
What is -1?
The degree of the polynomial 8xy3z2.
What is 6?
3b  2b  1  b  b
3
3
2b  3b  1
3
(4 x  x 4 x)  ( x  x  4 x)
3
2
3
5x  2 x
3
2
2
(12d  3dx  x)  (4d  2dx  8x)
2
2
16d  dx  9 x
2
(6 y  2ay  y)  ( y  6ay  y  a)
4
4
7 y  8ay  2 y  a
4
(6 x y )(2 x y)
3
2
2
 12 x y
5
3
(5 x  2)( 2 x  1)
10 x  x  2
2
10 x  5 x  4 x  2
2
5x
2
2x 10x2
4x
–1 –5x
–2
( x  4)
2
x  8 x  16
2
( x  4)( x  4)
(2 x  3)( 4 x  x  7)
2
3
2
8 x  2 x  12 x  17 x  21
5
4
3
2
8 x  2 x  14 x  12 x  3x  21
5
4
2x2
2
3
2
4x3
–x2
8x5
–2x4 14x2
–3 –12x3
3x2
7
–21
Find the perimeter of the triangle below.
12x – 8
9x + 8
12x – 8
33x  8
Find the length of the third side of the triangle, given that the
perimeter of the triangle is 7x2 + 4x + 5.
7x + 8
3x2 – 6x
4 x  3x  3
2
7 x  8  3x  6 x  3x  x  8
2
2
(7 x  4 x  5)  (3x  x  8)
2
2
3 2 5
Determine the volume of a cube with a side length of x y
4
27 6 15
x y
64
3 2 5
 x y 
4

3
Find the volume of the rectangular prism below.
x+2
x–3
4x + 7
4 x  3x  31x  42
3
2
x2
( x  2)( x  3)  x  3x  2 x  6
2
–x
–6
4x
4x3
–4x2 –24x
7
7x2
–7x
–42
```

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