Real Numbers
Square/Cube Roots
Exponents
Scientific Notation
100

What is a rational number?

Any number that can be written as a fractions, where the numerator and denominator are both integers.

100

What is a square root?

One of to equal factors
100

Label the parts of this power: Base, Exponent, Power.

53

Power = 53

Base = 5

Exponent = 3

100

Where should the decimal be located for scientific notation.

Behind the first nonzero number.

200

What is an irrational number?

Any number that cannot be written as a fractions.

200

What is a cube root?

One of three equal factors

200

Simplify ____________

One second, I have to write down the expression.

6w4

200

Write 5.34x104 in standard form.

53400

300

Is ______ rational or irrational and why.

One second I have to write the number.

Rational, because the number is written as a fraction, where the numerator and denominator are integers. 

300

Give an example of either a square root or cube root.

Answers may vary.

300

Simplify the expression using the correct order of operations: 

12(7-4+11X3)/(23-42)

-54

300

Write 4372000 in scientific notation.

4.372x106

400

Give an example of a decimal with bar notation.

Answers may vary

400

Solve the equation below. Show your work 

x2=169

x=13

400

Simplify the expression below using exponents in your answer. (I had to use x as multiplication)

(73 x 7-2)2

72

400

Write 0.0000000625 in scientific notation.

6.25x108

500

Which number is irrational and why.

One second I have to write down the numbers.


B, because the square root of 3 can not be written as a fraction.

500

Solve the equation below. Show your work


x3=216

x=6

500

Simplify the expression below. Show your work!

One second, I have to write it!

One second, I have to write it!

500

Write an equivalent expression for (8.41x103)+(9.71x104).

Express the result in scientific notation. 

1.0551x105

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