Vocabulary
Negative Exponents
More than one variable
Word Problems
Trivia about Mrs. Abigail
100

What do we call numbers that seem to hang in the air and are smaller than typical numbers. For example, the 3 in 23.

An exponent.

100

Simplify the given expression:

4-2•43

41 OR 4

100

Simplify the given expression:

x2•m4•x5

m4•x7    OR    x7•m4    OR    m4x7    OR    x7m4

100

Ashley has a square patch of grass that she needs to determine the area of to create her garden. If one of the sides of the square has a length of b3cm, then what would the area of the square be?

b6cm2

100

What is my favorite color?

Pink

200

What is the name for the large number that is raised to an exponent? For example, the 2 in the expression 23?

The Base

200

Simplify the given expression:

76÷77

7-1 = 1/7

200

Simplify the following expression:

(x²y)³

x⁶y³

200

Mrs. Abigail is trying to teach Mrs. Ford how to divide with exponents. The problem they are looking at says to do 33 divided by 39 power. Mrs. Ford lost her flip book! What does Mrs. Ford need to do to combine her exponents and what will she get as her final answer?

3-9=-6

33/39  =  3-6  =  1/(36)

200

How many siblings do I have?

Two, but they're both less cool than I am

300

The equation 23•24=27 displays which property of exponents?

The product of powers property.

Multiplying with Exponents.

300

Simplify the given expression:

(-2-6)-4

-224

300

Simplify the following expression:

x⁴y² × x³y⁵

x⁷y⁷

300

A student was told to simplify the expression (a14)-(0.5)

The student gave an incorrect answer of a7. Why was the student incorrect, and what answer should they have given?

They did not multiply 14 by -0.5 because they would have gotten -7 instead of 7. The correct answer should have been 1/(a7)

300

Where did I go to college?

Carson-Newman University

400

The equation b4÷b3=b displays which property of exponents?

The quotient of a power property.

Dividing with exponents

400

Simplify the following expression:

((n⁴)³ × n²) ÷ n16

1/n2

400

Simplify the following expression:

(a²b³)² ÷ a³b

ab⁵

400

A certain number, m, is squared and then multiplied by itself raised to an unknown power. The product of both values is m8. What would the original expression be before multiplying?

m• m6

400

What year did I graduate 8th grade?

2012

500

The equation (a3)4=212 displays which property of exponents?

The power of a power property.

Exponents raised to powers.

500

Simplify the following expression:

(a²)³ × (a5)-² ÷ (a⁴)-6

a20

500

Simplify the following expression:

(m³n²)² × m⁴n ÷ (mn²)³

m⁷/n

500

Emma is designing a video game where players collect power crystals. She created a formula to calculate the strength of a special combination crystal.

The power formula for this crystal is (x²y³)⁴ ÷ (x⁵y)².

Emma wants to simplify this expression to more easily calculate power levels in the game. What is the simplified form of this expression?

y¹⁰/x²

500

When I was in 8th grade, I got in trouble while on a field trip and Mr. Chambers had to sit me out with the chaperones for the rest of that day. What did I get in trouble for?

I bought a milkshake at McDonald's when we were only allowed to get soft drinks.

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