Number Sense:
1.1 - 1.3
Roots and Exponents:
1.4 - 1.5
Properties of Exponents:
1.6 - 1.7
Scientific Notation:
1.8 - 1.10
Mr. C Triva
100

How do you know if a root is prefect or not?

The root can be expressed as an integer.

100

Solve:

x^3 = 343

x = 7

100

When looking to use the properties of powers, we are specifically looking at two different things about the expression in question. Name one.

The Base or the Exponent

100

Write the following in standard form:

1.5*10^8

150,000,000

100

What is Mr. C's exact degree?

Engineering Education

200

Between which two integers is the √12 between?

3 and 4

200

Solve:

x^2 = 225

x = 15 and -15

200

Rewrite using a Power of Products Property:

3^9*2^9

(3*9)^9

200

Taylor made $43,785 last year. Use a single digit times a power of ten to express this value rounded to the nearest ten thousand.

4*10^4

200

What is Mr. C's favorite Halloween Candy?

(Hint: This is a Halloween staple)

Candy Corn

300

Jen classifies the number 4.567 as irrational because it does not repeat. Is Jen correct? Explain briefly.

She is incorrect because 4.567 can be written as a fraction.

300

What does the power have to do with the number of possible answers to a root problem?

Even powers: 2 answers

Odd powers: 1 answer

300

Write the following as a simplified positive exponent:

4^3/4^5

1/4^2

300

The length of plant cell B is 0.000004 meter. The length of plant cell A is listed below. How many times greater is plant cell A's length then plant cell B's length?

20 times larger

300

What popular condiment does Mr. C dislike?

Ketchup

(I don't like tomatos)

400

What is the repeating decimal 4.1363636... as a fraction?

4 3/22 or 91/22

400

Solve exactly, without rounding:

x^3 = 12

∛12

400

Write the following as a simplified positive exponent:

7x^-3

7/x^3

400

Solve and put in scientific notation (show work):

5.97 * 10^24 + 7.35 * 10^22

5.8965*10^24

400

What was Mr. C dressed as for Halloween (Costume Day)?

A Steampunk

500

A museum director wants to hang a √90 ft. tall painting on a wall. How tall, to the nearest foot, does the wall need to be?

10 ft.

500

A toy has various shaped objects that a child can push through matching holes. The area of the square hole is 8 cm squared. The volume of a cub-shaped block is 64 cm cubed. Will this block fit into the square hole? Explain.

No, the sides of the cube would be 4 cm by 4cm, creating an area of 16 cm squared, too large to fit into the square hole in question.

500

Solve if x = 6

12x^0(x^-4)

1/108

500

What is the value of n in the equation?

1.9*10^7 = (1*10^5)(1.9*10^n)

n = 2

500

It could be argued that Mr. C's parent's occupations combined make up his job and degree. What are their jobs?

Engineering(Dad) and Teaching(Mom)