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Numerical
Expressions
Algebra:
Variables/
Expressions
Algebra:
Properties
100
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500
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Powers and
Exponents
The
Equivalent
Distributive Expressions
Property
Write the product
using an exponent:
6×6×6
A 100
6 × 6 × 6 = 6³
A 100
Write the product
using an exponent:
2×2×2×2×2×2×2
A 200
2×2×2×2×2×2×2=
7
2
A 200
Write the product
using an exponent:
8×8×8×8×8
A 300
8×8×8×8×8=
5
8
A 300
Write the power as a
product of the same
factor. Solve.
4
10
A 400
10 x 10 x 10 x 10
= 10,000
A 400
Write the power as a
product of the same
factor. Solve.
8
4
A 500
4x4x4x4x4x4x4x4=
65,536
A 500
Find the value of the
expression:
8+4–3
B 100
8+4–3=9
B 100
Find the value of the
expression:
38 – 19 + 12
B 200
38 – 19 + 12 = 31
B 200
Find the value of the
expression:
7 + 9 x (3+8)
B 300
7 + 9 x (3+8) = 106
B 300
Find the value of the
expression:
5³ - 12 ÷ 3
B 400
5³ - 12 ÷ 3 = 121
B 400
Find the value of the
expression:
9 + 4³ x (20 – 8) ÷ 2 + 6
B 500
9 + 4³ x (20 – 8) ÷ 2 + 6 =
399
B 500
Evaluate the
expression if m=2,
n=16, p=1/3
m + 10
C 100
2 + 10 = 12
C 100
Evaluate the
expression if m=2,
n=16, p=1/3
n÷4
C 200
16 ÷ 4 = 4
C 200
Evaluate the
expression if m=2,
n=16, p=1/3
6m - 1
C 300
6(2) – 1 = 11
C 300
DAILY
Place A Wager
DOUBLE
C 400
Evaluate the
expression if m=2,
n=16, p=1/3
12m - 4
C 400
12(2) – 4 = 20
C 400
Evaluate the
expression if m=2,
n=16, p=1/3
9p²
C 500
9(1/3)² = 1
C 500
Determine whether the two expressions
are equivalent. If so, tell what property is
appllied. If not, explain why.
(35 + 17) + 43 and 35 + (17 + 43)
D 100
Yes; Associative Property
D 100
Determine whether the two
expressions are equivalent. If so,
tell what property is appllied. If
not, explain why.
(25 - 9) - 5 and 25 – (9-5)
D 200
No; 11 = 21
D 200
Determine whether the two
expressions are equivalent. If so,
tell what property is appllied. If
not, explain why.
60 x 1 and 60
D 300
Yes; Identity Property
D 300
Determine whether the two
expressions are equivalent. If so,
tell what property is appllied. If
not, explain why.
(3 · 6) · 9 = 3 · (6 · 9)
D 400
Yes; Associative Property
D 400
Use one or more properties to
rewrite the expression as an
expression that does not use
parentheses.
(6 · r) · 7 = ___?___
D 500
42r
D 500
Use the Distributive Property to
rewrite each algebraic expression:
8(x + 7) =
E 100
8x + 56
E 100
Use the Distributive Property to
rewrite each algebraic expression:
5(11 + s) =
E 200
55 + 5s
E 200
Use the Distributive Property to
rewrite each algebraic expression:
12(b + 5)
E 300
12b + 60
E 300
Factor the expression:
2x + 8
E 400
2(x + 4)
E 400
Factor the expression:
30 + 12x
E 500
6(5 + 2x)
E 500
Simplify the
expression:
4x + 2x + 3x =
F 100
9x
F 100
Simplify the
expression:
7(3x) =
F 200
21x
F 200
Simplify the expression:
8y + 4x + 6y
F 300
14y + 4x
F 300
Simplify the expression:
4(7x + 5y)
F 400
28x + 20y
F 400
Simplify the expression:
7(5x + 9y)
F 500
35x + 63y
F 500
The Final Jeopardy Category is:
STEM Word Problem
Please record your wager.
Click on screen to begin
Seven friends have similar cell
phone plans. The price of each
plan is $x. Three of the seven
friends pay an extra $4 per
month for unlimited text
messaging. Write and simplify
an expression that represents
the total cost of the seven plans.
Click on screen to continue
3(x + 4) + 4x; $7x + $12
Click on screen to continue
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