Scientific Notation
Standard Notation
Greater than/Less than
Rules
Operations
100
What is 756 in Scientific Notation
What is 7.56 x 10^2
100
Which way do we move the decimal to get it into standard notation. (7.22 x 10^7)
What is right
100
1.0 x 10^4 (>,<) 2.3 x 10^3
What is >
100
If the number (in standard notation) is between 0 and 1 the exponent will be Negative or Positive when in Scientific Notation?
What is Negative
100
How do you "break up" the multiplication problem to solve? (7.23 x 10^3)(1.2 x 10^4)?
What is (7.23 x 1.2)(10^3 x 10^4)
200
What is 7 million in scientific notation?
What is 7 x 10^6
200
What is the standard notation of 9.25 x 10^-8?
What is 0.0000000925
200
(7.33 x 10^-1) [>,<] (6.33 x 10^-1)
What is >
200
When dividing scientific notation, you do what with the exponents?
What is subtract
200
Divide (7 x 10^4)/(3 x 10^3)
What is 2.3 x 10
300
What is 0.00006076 in scientific notation?
What is 6.076 x 10^-5
300
What is the standard notation of 1.984 x 10^5?
What is 198,400
300
(1.313 x 10^-5) [>,<] (1.314 x 10^-4)
What is <
300
If the exponent in scientific notation is positive, we move the decimal to the...?
What is right
300
Explain to me how to multiply AND divide scientific notation
What is [Multiply] Break the two numbers apart. Compute separately. Add exponents. Make sure in correct notation. [Divide] Same, except subtract exponents.
400
What is Ten thousand seven hundred and forty in scientific notation?
What is 1.074 x 10^4
400
What is (4.77 x 10^1)(3.11 x 10^5) in standard notation?
What is 14,834,700
400
Which is greater, a number in scientific notation with a negative exponent, or positive?
What is positive
400
If the number (in standard notation) is greater than 1, then the exponent in scientific notation will be..?
What is Positive
400
What is the final answer to (5.43 x 10^3)(2.56 x 10^2)
What is 1.39008 x 10^6
500
What is 0.0010023456 in Scientific Notation
What is 1.0023456 x 10^-3
500
What is (5 x 10^6)/(2 x 10^3) in standard notation?
What is 2,500
500
(9.01 x 10^3)(1.1 x 10^5) [>,<] (2.3 x 10^5)(4.1 x 10^2)
What is >?
500
When we multiply/divide scientific notation, we sometimes end with too many digits in front of the decimal. When we fix this, what does this do to the exponent?
What is adds however many times the decimal moved to the exponent.
500
What is the final answer to A. on the board?
What is 3.848 x 10^4