answersLogoWhite

0

🧪

Scientific Notation

Scientific notation is the expression of a number based on the largest exponent of 10 for its value, where the form is a decimal number A x 10n.

6,389 Questions

What is the scientific notation for 814000?

The scientific notation for 814,000 is 8.14 × 105

How do you write 0.000332 in scientific notation?

Shift 6 decimal places to the right from the starting point, so the exponent for base 10 is -6. Therefore, the answer is 3.62 x 10-6.

What is thirty four thousand in scientific notation?

Note that the term is the same as 34000.0. Then, move 4 decimal places to the left and write out:

3.4 x 104.

What is the scientific notation for 926000?

The scientific notation for 926000 is 9.26 × 105

What is the scientific notation for 800?

The scientific notation for 800 is 8 x 10^2. In scientific notation, a number is expressed as a product of a coefficient (which is greater than or equal to 1 and less than 10) and a power of 10. In this case, 8 is the coefficient and 10^2 represents "times 10 raised to the power of 2," which is 100. So, 8 x 10^2 is equal to 800.

What is the scientific notation of 64120?

64120 can be represented in scientific notation as 6.4120E+04

How do you write eighty and three tenths in standard form?

The standard form of eighty and three tenths (80.3) is written as: 8.03 × 101

What is 12300 scientific notation?

12300

1.23 X 104

================the zeros are superfluous

What is 5 x 10 to the 5 th power?

5.0 × 105 written in regular notation is 500,000

How is 0.00094 written in scientific notation?

1. Move the decimal to the right of the first number that isn't 0. EX: .00345 -> 3.45 2. Count the number of spaces you moved the decimal. The decimal for my example is moved three times. ((.00345 -> 0.0345 -> 00.345 -> 003.45)) Because I moved the decimal to the right, the notation will be negative. *If you ever need to move the decimal to the left, the notation will be positive. 3. Set the new number(3.45 in my example) times 10 to the X power, where X is equal to the number of times you moved the decimal. So, the final answer for my example is 3.45 x 10-3. Hope this helps you solve your problem.