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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 2794.3 million in standard form?

2,794.3 million in standard form is 2.7943 × 109

How do you convert 3.744000 to a scientific notation?

3.744000 is scientific notation is 3.744 x 100. This is because the decimal is already placed where it would be after converting the number to scientific notation.

However, if you wanted to convert 3744000.0 to scientific notation, you would have to move the decimal left six places. This number, in scientific notation, is 3.744 x 106.

What is the scientific notation of 0.000000001 of a meter?

The scientific notation of 0.000000001 of a meter is: 1.0 × 10-9 meters.

What is the benefit of writing number in scientific notation?

Ask yourself.

Would you rather write this out in long hand?

234,000,000,000,000,000,000

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Or this?

2.34 X 1020

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Let alone adding, subtracting, multiplying and dividing the first long number.

What is 0.1540000000 written in scientific notation?

If the trailing 0s are necessary to show precision, then 1.540000000*10-1 otherwise 1.54*10-1

What is scientific notation of 0.0000723?

723-7

How did I get this answer though?

STEP 1: count how many numbers there is in .0000723---- there is seven

STEP 4: since the decimal <--------------- this way , we will write a negative sign and place it as an exponent, like above. See how -7 is slightly 723. It is written as this 723-7

EASY

How do you translate 0.036 into scientific notation?

To convert a decimal to scientific notation, you first need to divide the number by a power of ten such that the result has units as the greatest place value. In this case, you would divide by 0.01 to get 3.6

The next step is to take the amount you divided by (0.01) and express it as a power of 10 (10-2)

Thus, 0.036 in scientific notation is 3.6x10-2

What is 0.0000687 written in scientific notation?

6.87 x 10^-5 : The decimal place must be moved so that the number is between 1 and 10 {it can equal 1, but not 10, though}. Five places moved makes it 6.87, now we moved it 5 places to the right, so the power is 5, but to the right means negative power. So the power of ten is -5.

Why was scientific notation designed?

To express astronomically large numbers in smaller context to do high level mathematical calculations mainly in space, it also used to calculate things on the opposite spectrum with small particles.

How do you write 2800 in scientific notation?

i shouldn't answer this ,because its probaly a homework question but oh well [2.8*10^2]