Exploring Scientific Notation
Scientific to standard
Standard to Scientific
Adding and subtracting scientific notation
Multiplying and Dividing Scientific notation
100
The first number in a scientific notation problem is between 1 and 10 and may not go ANY higher. True Or False
What is True?
100

1.4 x 102

What is 140?

100
200,000,000,000,000,000,000
What is 2.0 x 10 to the 20th?
100

What is the correct simplified form of 

(8.6 * 10^5) + (6.8 * 10^7)

What is 1.54 x 1013?

100

(3x106)x(4x104)

What is 1.2x1011?

200
The exponet must be 1-5 ONLY or it is not valid at all. True Or False.
What is False?
200

5.55 x 108

What is 555,000,000?

200
3,000,000
What is 3x10^6
200

solve 

(1*10^6)+(1*10^1)

What is 2x107

200


(9 times 10^10)/( 6 times 10^-8)

What is 1.5x1018?

300
Scientific notation problems must contain what in the second number position to be valid.
What is 10 and an exponent?
300

9.87654321 x 108

What is 987,654,321?

300
.0002343105937
What is 2.343105937 x 10^-4
300

(5.38 *10^2)+(1 *10^2)

What is 6.38x104?

300

(9x1020)x(8x1010)

What is 7.2x1031

400
When a Standard number can be converted to a shorter form to reduce length.
What is Scientific Notation?
400

1.0 x 1011

What is 100,000,000,000?

400

What is 9,000,000,000 in Scientific Notation?

What is 9.0 x 10^9?

400

(0 *10^0)+(10 *10^10)

What is 10x1010?

400

(3.25 times 10^6)/(10 times 10^20)

What is 3.25x1025

500
0.0000523 is an example of this form.
What is Standard Notation?
500

2.25 x 104

What is 22,500?

500
Write this in scientific Notation 3,000,500,932
What is 3 x 10^9?
500

(1 times 10^9)+(3.14 times 10^10)

What is 4.14x10?

500

(9 *10^3)*(6 *10^2)

What is 5,400,000?

M
e
n
u