Writing Repeated Decimals As Fractions
Estimating Square/Cube Roots
Understanding Irrational Numbers
Evaluating Exponents
Scientific Notation/Standard Form
100

Write 0.1 (reoccurring) as a fraction.

 x = 1/9

100

What is the square root of 64?

The square root of 64 is eight.

100

Define the square root of five as rational or irrational.

The square root of five is irrational because nothing can be multiplied by itself to equal five.

100

Evaluate 6x 67.

610

100

Write 3824 in scientific notation.

3.824 x 103

200

Write 0.23 (reoccurring) as a fraction.

x = 2/9

200

What is the cube root of 216?

The cube root of 216 is six.

200

Define 0.52 (reoccurring) as rational or irrational.

0.52 is a rational number because it has a reoccurring pattern.

200

616 / 64

612

200

Write 4567 in scientific notation.

4.567 x 103

300

Write 0.46 (reoccurring) as a fraction.

x = 4/9.

300

What is the cube root of 512?

The cube root of 512 is 8.

300

Define 6/16 as irrational or rational.

6/16 is rational because its a fraction.

300

615 x 615 /12

618

300

Write 6.8360 as an ordinary number.

68,360

400

Write 0.83 (3 reoccurring) as a fraction.

x = 8/9

400

Estimate the square root of 51.

The square root of 51 is 7.1.

400

Define 0.8340... as rational or irrational.

0.8340... is irrational because it has no pattern and goes on forever.

400

410  x 424

434

400

Write 789.8 in scientific notation. 

7.898 x 10-2

500

Write the process of 0.95 (95 reoccurring) as a fraction.

Let x = 0.95

100x = 95.95

100x - 10x = 95.95 - 0.95

99x = 95

x = 95/99

500

Write the process of how you find the square and cube root of 729.

square root = 27 x 27

Cube root = 9 x 9 x 9

Both expressions equal 729.

500

Define the square root of 124 as rational or irrational.

The square root of 124 is irrational because nothing can be multiplied by itself twice to get 124.

500

712/74/717

7-9

500

Write 657.978 in scientific notation.

6.57978 x 10-2

M
e
n
u